Bhut hi inspired story h di ki , we know ki hr kisi ki life me apne hi challanges hote h vese hi enhone bhi apne challenges se deal krte hue bhi apne apne ko pura kr liya. Bs ese hi m bhi apni selection k liye commited rhugi , ye confidence muje sir se pdhkar hi aya h. Thanks to chetan sir and whole mme team 😊😊
Mansi Chugh Basant panchmi class is very fruitful,best gift ever sir aap nai jo humme gift diya hai vo koi bii nhi de sakta , sabhi chapters sikhate hai per koi bii yeh nhi btata students ko kaise padhana hai jo aaj apne humme sikhya mai usse definitely apni teaching mai apply karu gii or try karu gii mai bi ek acche teacher ban ke her ik student ki help kru , students ko explore karna sikhao, students ki problems ko improve karu , real life se connect karke students ko teach karu Thank you sir you are the best mentor I ever met.
Taljit kumar Experience - aj de class bahot fruitful rahi bahot kuj new sikhn nu milya.... New teaching techniques sikhn nu milyea... Teaching - chetan sir de teaching to bahot kuj sikhya.... Students nu visualization krwa ka topic clear krwya... 8th nu mensuration chapter da sara formula visualization nal krwya... And formula make Krna dasa... Learning - aj de class to bahot kuj sikhya... Sara ratta dur ho gya .. determinant adj A , A inverse etc... Commitment - consistent rehna ... Learning increase krni 😍😍
Really motivated story mam❤❤ thankyou so much sir confidence vdh gya jaise main khud hi bethi hu apke sath❤fully motivated fully committed 🙏🙏apka har topic visualization k sath crystal clear ho jata h thankyou mme team 💞💞
Baljinder kaur Today class experience amazing..koi v chapter jini bar marji kar lya hove per har bar new concept sikhn nu milda...aj basant di best class..pehla time lgda c..hun bhut improvement ho gye..sab concept crystal clear .. thank you sir .best teacher in this world
Kairan Jit Amazing class best gift of basant panchami.... learnt alot of things study k sath sath teaching and life skills bhi sikhe.. sir aap ek great mentor ho aap apne student ki overall development pr thyn dete ho... Teaching point learnt today 1. Students ko explore krne k liye motivate krna 2. Proof k sath concept clarity krvana and ese bhi easy and enjoyable method se krana 3. Har ek bache k study pattern defferent hai unki need k according sb krana yeah smjh k ki unhe kuch nai aata 4. Kisi bhi bache ko koi bhi topic basic se teach kiya ja skta hai 5. Apni learning krte rehna and apne aap ko improvise krte rehna Learning: aaj teaching methods sikhe, concept of determinates and properties of adjoint of matrix with proof and example ki jo k bhut ache se smjh aa gaya I'm fully focused and committed to achieve best rank in master cadre Thank u sir ❤
Gagandeep kaur Experience - Thank you so much sir for this Superb lecture.All concept are now# pakka. Learning - If Order of matrix is mxn then types of matrices 🎉Red - Row matrix- m=1 🎉Colour -column matrix -n=1 🎉Roses -rectangular matrix -m not equal to n 🎉Smell -Square matrix -m=n 🎉Nice -Null matrix -aij=0 for all elements. 🎉During -diagonal matrix -aij=0 for i not equal to j 🎉Summer - scalar matrix -aij=0 for i not equal to j aij=K for i=j 🎉In-identity matrix -aij=0 for i not equal to j aij=1 for i=j 🎉Ultimate -upper traigular matrix -aij=0 for i>j 🎉Love garden - lower triangular matrix -aij=0 for i
I m Gaurav bansal Today's class experience is amazing ❤ Learn MATRIX and it's 19 types 1 row = 1 row 1 or more column 2 column =1 column 1 or more row 3 rectangular = m not equal to n 4 square = m equal to n 5 null =all elements are zero 6 diagonal = aii non zero other elements zero 7 scaler = aii same other elements zero 8 identity =aii 1 other elements zero 9 upper = i>j 10 lower =i
Hardeep kaur Matrix class was just mind blowing.. Mja aa gya matrix ki different types pr kr... Bhut hi easy way sa sikha,... Sbse achi baat ya h k har class ma sb kuch saath k saath hi learn ho jata h... Pressure nhi rhta mind ma.. Thank you sir 🙏
Rajwinder Kaur Very very motivational video ,I also committed, I will crack my exam in first Attempt. Sir tusi sanu hr class ch motivate krde o jis nl sada confidence automatically increase hunda . Jdo Mai hle Coaching start nhi c kiti awe lgda c k syllabus bahut tough ah but coaching lain to baad pta chlea c jithe tahde wrge guru hon kuj b tough nhi . Thankyou sir and Mme family jina dia affects nl sb kuj possible ho paea.
Ashu garg Experience - amazing no words for define Learning - aaj hmne matrix mei matrix ki type dekhi with trick red colour roses smell nice during summer in ultimately love garden. Transpose sikha matrix kaa hermition and skew hermition kaise dekhege vo sikha . Symetric and skew symmetric matrix dekhi kon si hoti hai. And kyi or different types ki matrix joo hoti unko dekha nilpotent idempotent; involuntary orthogonal matrix etc... To check symetric matrix we see only non diagnoal elements. For skew symmetric matrix diagnoal elements must be zero. Kise bi matrix noo symmetric bnna skde haa matrix and osde transpose no add krke divide by 2. Kise vi matrix noo skew symmetric bnna skade haa matrix and osde transpose no subtract krke and divide by 2 Agr A matrix symmetric hai taa A^n alys symmetric houo A skew symmetric hai taa for n ( odd positive integer A^n skew symmetric for n ( even positive integer) A^n symmetric For hermition A matrix kaa conjugate and transpose lene par A bnn rha hai For skew hermition A matrix kaa conjugate and transpose lene par -A bnn rha hai. Idempotent matrix A^2=A Orthogonal matrix AA^t = I Involuntary matrix A^2=I Nilpotent matrix A^n =0 where n is called index If A is hermition then iA skew hermition converse is also true means if A skew hermition hai taa iA hermition Commitment - master cadre to gyo😅 Thanku so much sir
Harpreet kaur Today's class amazing Bhut confidence build up hoya Ma chondi ah koi bacha kush crame na kre har ik question nu explore kre Bache da nu as way nal study kroni ah ke bacha app encourage howe pdn Layi Learning - determinant minnor cofactor adjoint inverse A11c11+A12C12+A13c13=detA A11c21+A12c22+A12c23=0 DetA=0 singular Non singular det non zero Det(ka)=k^n deta n oder of matrix Det(adj)=det(a)^n-1 (AdjA)A=detA×l Adj(AB)=(adjB)(adjA) Adj(adjA)=(detA)^n-2 A Adj(kA)=k^n-1(AdjA) Det(A')=1/detA DetA'=(detA)' InverseA=adjA/DetA Inverse of KA=1/k inverse ofA Adjof (Ainverse)=detA/A Adj(A')=(adjA)' Implementation I give my 100%
Sir Aaj da lecture bott vadiia aa.. matrix phela v paddi aa ...Edda visualization nal pheli baar dekhya ..ki Edda v ho skda... specially reversible laww..thanku much ur the best teacher..the way u motivate all the students is the best❤
Good evening sir Rajkaran Kaur E- Today so amazing session complete revision ho gyiii.....jo teat apne ne kl diyan tha matrix ka 5 minutes mai 35 questions hoge or pta bhi nhi chala...... L- Algebra of matrix, transpose, amd Visualization of flag. Colours wonderful..... Matrix ko marks ke sath visualize lrwaya gya.... everything is very different.....and unique way.. C - Full commitment with u sir .. Thank you so much
Meena devi E...today i feel relaxed,calm I....today i learn ki kabhi j ni bolna j method mujhe jyada acha lga isiliye hum new nahi sikhte hai sb sikhna hai ,,,,,question ki practice kro jyada fir dekho ki kaisa hai Result k proof kiye jo dil mai baith gye feeling aa gyi formulas k saath Cofactor sign matter,minor,singular,non singular matrix,inver,adjoint,adjoint ki 9 properties with visualization,adj pr v inverse law chlta hai ,inverse ki properties, I.....i will work hard bhagwan mujhe mehnat krne ki kripa de mnn lgakr ,i am lucky blessed,cosistent ,thank you sir ,i am blessed msc kr li pr study ka rass aapne diya
Rupaal E- full energetic lecture, every concept is cleared with visualisation L- determinant value,ad- bc and saras rule of 3 by 3 square matrix,minor and cofactor,adjoint of 2by 2 matrix, change diagonal element and put negative sign of off diagonal element I- doing all the assignments and explore new questions Thanks a lot to my sir .....
Simerpreet kaur Today's lecture was fully energetic, increase confidence day by day ,learn lot of new things in every class ,feel hppy nd calm😇 L- types of matrix Row matrix, column matrix, rectangular matrix, square matrix, null /void matrix, Diagonal matrix, scalar matrix, identity matrix Triangular matrix - upper Triangular and lower triangular Rectangular matrix- vertical (m greater than n) and horizontal m less than n) and mnot equal to n Square matrix- m = n Diagonal matrix - all the elements are zero except Diagonal elements Identity matrix- all Diagonal elements are equal to 1 Symmetric matrix- A'= A 1/2(A+A') Skew symmetric matrix- A'=-A 1/2(A-a') Hermitian matrix -A^ theta = A Skew Hermitian matrix- A^theta= -A Idempotent matrix A^2=A Involuntary Matrix- A^2=I Orthogonal matrix- AA'=1 I'm in top 85% nd top ranker list Thank you souch sir 🙏 😊
Sir from my first day class mai tb se hi Happy hu k ab kuch na hoga to sir ki classes lga kr tzurba bhi hoga or agar govt job na mile tb bhi kisi na kisi private sector mai bhi bahut acha krungi.
Shaveta Super duper amazing class fully visualized class Hats off to you sir smjha to hr koi deta hai but proof ke saath results hr koi ni krvata it's only our CHETAN SIR😇🙏 really sir I feel very blessed muje god ne parshad ke roop mei aapse milaya 😇🙏thanku so much sir
Mamta Experience-Tnq sir Teaching skills improved Har ek question aise sikhayo ki usko rtta na lge. Concept pta ho sara. Us chij ko kro jise student b ache se sikhe. Learning- properties of adjoint 1. |KA| = Kⁿ|A| 2. A(adj A) = |A| Iₙ 3. |adj A| = |A|ⁿ⁻¹ 4. (adj(adj A)) = |A|ⁿ⁻² . A 5. (adj(adj (adj (adj (adj (adj adj A))))) = |A|ⁿ⁻ʳ . A (r times) 6. |adj(adj A)| = |A|⁽ⁿ⁻¹⁾² 7. |adj(adj (adj (adj (adj (adj adj A)))))| = |A|⁽ⁿ⁻¹⁾ʳ (r times) 8. adj(AB) = adj(B) × adj(A) 9. (adj Aᵀ) = (adj A)ᵀ 10. (adj KA) = Kⁿ⁻¹ adj(A) 11. adj(Iₙ) = Iₙ 12. adj(0) = 0 Properties of Inverse of the Matrix 1. A. (adjA) = |A| I 2. Every invertible matrix Posses a unique inverse 3. (A⁻¹)⁻¹ = A 4. If A is invertible matrix, then |A⁻¹| = |A|⁻¹ i.e., |A⁻¹| = 1/|A| 5. Reversal law: If A and B are invertible matrices of the same order, then AB is invertible and (AB)⁻¹ = B⁻¹ A⁻¹ 6. If A is an invertible square matrix, then Aᵀ is also invertible & (Aᵀ)⁻¹ = (A⁻¹)ᵀ 7. If A is invertible matrix then (Aᵏ)⁻¹ = (A⁻¹)ᵏ 8. If A is invertible matrix then (kA)⁻¹ = A⁻¹/k 9. If A is invertible matrix, then adj. (A⁻¹) = A / |A| C- I will be consistent. Will crack my master cadre 🥳🥳 Tnq sir
kawaljit kaur sir matrix pehla ta kita c pr hr vaar tuc kuj new de dinde ho jo ke bohot hi amazing e... matrix multiplication ch time lagda c pr tuc oh v easy kr dita ... thank you sir
I'm Chetna E: Today's class was energetic and amazing. L: addition and subtraction of matrix.product of matrix.transpose of matrix.equal matrix.transpose of transpose of a matrix is matrix ( A')'=A,AA' =l, diagonal elements are same after the transpose . diagonal elements are double of A+A'. Diagonal elements are subtracted when A-A'. l: Be consistent
Ranjit kaur Experience: Sir aaj ki class boht amazing thi. Aaj aapne 19 types ki matrix padhai . Apne sari definitions with examples and visualisation k sath itne ache se explain kiye ki sare concept crystal clear ho gye h. The best part of your teaching is that k aap sare concepts ko qtn/ ans k way me puch k concept crystalclear kr dete ho jo phr kbhi bhoolte nai h . Thanku so much sir .
L- types of matrix 1.Row matrix- m=1, n>=1 2. Column - n=1, m>=1 3. Rectangular - m not equal to n 4. Square- m= n 5. Null - every element should be zero 6. Diagonal- every element should be zero except diagonal elements 7. Identity- diagonal elements should be one rest of elements are zero 8. Scalar- diagonal elements are multiple of any number 9. Upper triangular- aij=0 , I>j 10. Lower triangular- aij=0, I
Dawinder kaur: maine aj committment li..k puri krugi...and I did it. Aj ka experience better tha... fully relaxed..aj teaching ko better kaise BNN na h...uske bare m sikhe...bchho k level pe ja k patience k sath pdhana h ...koi label ni lgana...bcche ko bolna h... example se rule ki taraf jana h ...thanks for basant panchmi gift
Raj kumar Today class was very amazing and valuable Sir ne aaj hame bahut achi teaching skills sikhane sath me determinate topic me sarash rule se a kase sec me deteminate find karde sath and sari property class me hi mind me fit kar di thanks Chetan sir
Amandeep kaur Sir taade teach karn da way , or tadde presentation are really interested and mind blowing . Tusi ek video ch kaha c k j asi kise kolo Mann lo 5 percent fees lende aa ta saddi kosish hundi k asi osnu 10 ja 20 percent value nai bal k 100+ value dayiye . Tusi hrr class ch 100+value he dinne aa Mere andro good wibes aandiya k mai v ek din taadee nal interview jrrur kra ge
Rishu Aj mane sikh ki bcheon ko kese topic khol k explorer krk pdhana h, consistently rkhni h..... Life me sikhne pr investment krni h.... Apn Ye basant panchmi ka gift tha jisme hme life ki sbse bdi bat sikhi thanku sir.... Hm consistent rahenge
Meenu Doda Experience-ab to topic pure mind mai fit ho rhe hai, confidence level next level tk bdh rha hai, ab topic jyada sai jyada explore ho rhe hai Learning- firstly revision of matrix , element of matrix, addition, subtraction(same order) multiplication of two matrix possible if order of column first matrix is equal to order of row of 2nd matrix , equality of two matrix, transpose of matrix aa^t =I then a^2+b^2=1, a+a^t=2diagonal and other a12+a21 and proceed in this way and a-a^t=diagonal element 0 and a12=-a21 and proceed in this way, properties of transpose (a^t) ^t=a, (ka) ^t=ka^t, (-a) ^t=-a^t,(a_or+b)=a^t+b^t , (ab) ^t=b^ta^t Committment- committed for explore more and more, revise by urf method, do assignment properly, committed for selection
Charanjit Kaur Experience: today’s class is amazing & all topics are crystal clear Learning: types of matrix- row, column, rectangular, horizontal, vertical, square, null, diagonal, scalar, identity, lower rectangular, upper rectangular and symmetric, skew symmetric, hermition, skew hermition, idempotent, involuntary, nilpotent, orthogonal, unitary matrices Commitment: consistent to live class and every assignment Thank you so much sir 🙏🏻🙏🏻🙏🏻
Komal I write my experience on basnat Panchami today we lear n how to improve our teaching skills,kaise bcho ko explore krn sikhaye ,unko new learning sikhaye taki vo intrest k sath maths me aage bde Basant panchmi k din sbse bda gift diya determinants ka bhut acha aja dho diya❤❤i am blessed thankyou so much sir😊😊 fully committed
Snehlata.today class was amazing , question wop kiye,live class lgane se confidence bad jata hai,kuch bhi ho jae mai apne bache ko or family ko dinner karva k class jarur lagati hu. I m consistent for my selection mujhe krna hai. Apni family k liye thanku sir thanku alot,🎉
Sukhveer kaur Experience: after each and every class we feel confident and energetic. Thanku sir...... Thanku so much...... Your way of teaching is tottally different.
Sewani kattal E- confidence build day by day L- Matrix ( row, column, square,null,identity,symmetric,skew symmetric,hermition,volen,skew hermition,nilpotent,idempotent Commitment - Hard work ,consistent
Harpreet makha Today class is very interesting and very very important for paper . Determinent tricks, and properties 10 jo pehle rtte lge hoe c vo proof k sath app ne clr krvae thanku sir 🙏🙏 ❤❤❤ itni achi learning dene k liye sir
Sir bht motivation milta apki har class lga ke one thing i most like sir ki aap kitni care krte hai of each and every student.. really appreciable to your hard work and great efforts .i will do more and more hard work and improves my learning day by day ..bs aap guide krte rhiye sir .God bless you 🙏🙏
Harpal kaur Ajj di class ch adjoint of matrix crystal clear ho gea jo hun tk properties nu crame krea c ajj proof smj aye jis na teaching v confident ho gaye Thanks a lot sir
Rajnish E:today class is amazing...super clarity L:order of matrix, sum,sub,multiple of matrix, equal matrix, transpose of matrix, properties of matrix, special trick if AAt=1 then a^2+b^2=1,trace of A=trace of At, I:I do more questions and do more hard work Thank you sir ❤
Jaspreet kaur E- Very good experience,all concepts are clear,order of matrix,types of matrix,symmetric and skew symmetric matrix etc. L-types of matrix-row,column,rectangular,square,null,diagonal,scalar, Identity,upper and lower triangular ,symmetric and skew symmetric matrix 1/2(A+A')=P 1/2(A-A')=Q respectively A^2=I -idempotent A^n=0- nilpotent A^theata and conguagte=A tranjugate (A')'=A (AB)'=B'A' reversal law (A+B)'=A'+B' (KA)'=KA' Every identity matrix is scalar matrix. Every scalar matrix is diagonal matrix Every diagonal matrix is square matrix etc. C-Fully commited and to learn new things .
Jgd bhaiya Akhilesh Experience: today we study about matrix , order,transpose.today class is amazing, wonderful ppt ,full of tricks, visualization through real life example. Learning:- today we study about matrix, order,transpose, orthogonal matrix. Implementation:- i committed to make urf notes of this video and test with timer.😊
ALKA GUPTA. E.. confidence increase day by day.. L. Matrix and determination- row, column.seq,rec, lower, upper, null, diog, identity, scaler, sym,skew, transpos,idempo,nilpote,volen,hermition,skew hermition... Commitment -hard work... Thankyou so much sir...
Sir, main tuhadi class dimaag ch eh rakh k dekhdi aa k main v aage bachyan nu es tra hi teach krona aa .... Daily life naal relate kre,, puri visualization naal... Jdo v koi topic shuru hunda aa tan pehle number te excitement eh hundi a k aj sir daily life vicho kehri situation lainge. As a teacher mere v dimaag ch bachyan nu padon de new new ideas grow ho rhe. Thanks a lot sir❤
Mamta Experience- after each and every class fully energised.fully confident ❤ Learning- definition of matrix Addition of matrix Subtraction of matrix Matrix multiplication Transpose of matrix Orthogonal matrix Properties of matrices- five properties Tricks of AA’=1 C- I will consistent in live classes, will give test every day with timer ❤ Tnq sir ❤❤❤❤
Monika Experience: today's class is amazing. I learn different approach to solve matrix question by tricks. Learning: transpose of matrix their properties(imp questions related), many new concept of transpose. , trace of transpose. Commitment: I m committed and focus to improve myself day by day. Thanks CHETAN SIR AND ALL MME TEAM❤
Experience Today class is very interesting..poori revision ho gai ...concept pakke ho ge bilkul transpose matrix de sare concept clear ho ge Learnings Transpose matrix..vich rows change into column and column change into rows..(A')' =A, k A' =(kA)', -A'=(-A)' Committed Daily live class attend karugi..thank you sir
Jaspreet kaur E: amazing session ppt awesome all concept revise in class L:Element,order se start Elements equal ,order not element order both same A'=A symmetric matrix A'=-A' skew symmetryic Red colour roses smell nice during summer in lovely garden R= row C=column matrix r= rectangular S=square N= nultiy D= diagonal S= symmetryic I= involuntary L= lower trian Upper triangular A2=A idempotent A2=I involuntary A2=-A skewsymmetryic A2=A symmetric AA'=I orthogonal Aa theta=A hermitian Aatheta =-A skew hermitian Null all entries zero Symmetry square conversevnot true skew symmetryic odd power skew Even symmetryic Thank you sir 🙏 🙏 🙏 I:I am consistent and focused 🎉🎉🎉
Nisha maurya Experience:- new visualization dekhi and new ppts new ques bhi Learning:- a+a^t =diagonal double A-a^t =diagonal 0 (Ka) ^t =ka' (Ab) '=b'a' Aa'=identity Implementation:- i m consistent with u sir
E- very fruitful lecture,full confidence building L-row and columns matrix, rectangular, square matrices,null matrix, symmetric and skew symmetric matrix, square matrix have m= n order and rectangular has m not equal to n, square matrix includes diagonal, scaler, identity matrix and lower and upper triangular matrix, symmetric matrix vich diagonal element same rehnde hn te opposite vale change hunde hn aij= aji, where in skew symmetric matrix, diagonal element are zero and aij= - aji ,for only square matrix I- by doing all assignment, thanks to my mentor
Navdeep Kaur E: wonderful and amazing class. Every time new presentation. Sir ky efforts and knowledge are endless. L: matrix ki class mein hmny basic sy start Kiya. Matrix kya hoti hai- arrangement of data in row and column. Order of matrix is also called size of the matrix. Transpose kiya. Kaisy transpose ko wop Krna hai sikha. Properties of transpose. And ek dhaasu trick kri. I: every day assignment ko attempt Krna hai.
Neeba kaur Experience: Full clarity of concept, feeling happy and confident taht i can do my best. Learning: Matrix, order of matrix, addition, substraction and multiplication of matrix , For addition and sub order of matrix must be same Matrix with same elements and same order called equal matrices. Transpose of matrix - interchange of rows and columns 5 Properties of transpose AA'=I , and on squaring and adding elements of any row of this matrix is equal to 1 and on multiplication of any two rows of this matrix gives zero. Trace of square matrix = addition of diagonal element Transpose of all matrix is possible. and ques practice... Implementation: I will revise these concepts and dontest with timer. Im committed to attend every live class and test . I'm committed for my dream job... Im blessed and im selected 😊 I follow my mentor blindly... Regards NEENA KAUR
Amandeep kaur Today's class of matrix was amazing as always Today I learn terms symmetric and skew symmetric .Different type of question based on them About Diagonal of symmetrical and skew symmetric and how we came to know about symm .and skew symm. Matrix acc. To order of matrix .I also learn many terms such as Hermition matrix i.e. transposed and conjugate Skew hermition matrix About the diagonal of both Idempotent matrix Involuntary matrix Nilpotent matrix Unitary matrix Orthogonal matrix Moreover,many more questions with different different approach Overall class was full of great knowledge Thanku chetan sir and whole MME team 😊😊
Experience -Amazing session sir.concepts like order,trace of matrix, transposition, addition, subtraction are crystal clear. Learning - 🎉Order of matrix=no. of rows x no. of columns . 🎉 Addition and subtraction is possible if order of matrix Same.🎉for multiplication of matrix no. of columns of 1st matrix= no. of rows of 2nd matrix. 🎉Two matrices are equal if order and elements both are equal. 🎉 Transpose of matrix -changing rows to column and vice-versa. 🎉 Properties of transpose - 1.(A')'=A 2.(KA)'=KA' 3.(A+B)'=A'+B' 4.(AB)'=B'A' 5.(ABCD)'=D'C'B'A' 🎉A=A' symmetric matrix 🎉A'=-A skew symmetric matrix 🎉AA'=I orthogonal matrix 🎉A+A'= diagonal elements value double 🎉A-A'= Diagonal elements are zero. Commitment - I am fully committed to do my best.I am consistent. I fill spt, revise with urf method, always practice tests with timer.I am blessed.Thank u so much sir for this wonderful valuable lecture.🙏😊🙇
Today I leaned about Matrices Transpose, trace(square matrix), properties of matrices 1. (A transpose)T=A 2. (A+-B)T=A^T+-B^T 3. (kA)T=k(A)T 4. (AB)T=BTAT 5.(ABCD)t=DtCtBtAt I learned all concepts with Amazing presentation💞😀 I'm Fully committed♥️
Kritika E : Amazing class...apply new tricks...feel confident. L: About algebra of matrices, transpose and it's properties and practice lots of ques....new way to solve ques. C: Explore new tricks...attempt assi.
Hello sir In today class I learn (A^t )t=A A+A^t= diagonal elements double A-A^t=diagonal elements zero A^t= diagonal elements same swapp another two elements ❤ Matrix addition and subtraction is possible when the order is same Reversal law AB^t=B^tA^t
Kawaljeet kaur Today i learn everthing amazing way orr Sachi vich sir tuc bhut easy kr dinde o jo vi topic hoye ,Heartly. ❤thnku sir ji I commit i give daily 100%
Sushil Kumar Yesterday lecture was amazing and intersting.All concepts of matrix are deeply cleared . L: various types of matrices like row,column,rectangular(vertical, horizontal),square,diagonal,scalar ,identity,triangular,skew and symmetric ,idempotent ,null, hermitian and skew hermition matrices, involuntary matrices.....with various question types. Thanks a lot for this..
Experience - aj meri second class thi live vase main recording hi dekhti hun meri beti h wo soti nhi but Mera ab tak ka experience boht asha rha h mane boht enjoy mein sab kush pda h pehle aese concept nhi clear the but ab ho gye h. Learning - aj mane first time transpose wali tricks sikhi h. Commitment - Main kosish krungi ki daily live lga paun.
Good evening sir Rajkaran Kaur E - Toady class ao amazing....aj di class ch bcho ke ke sath kaise treat krna ..... problem ki kaise handle krna hai.....bacho ko kaise visualization krwana.....real life naal related krna ......and determinants kiya .. L - adjoint of matrix and cofactor...inverse , properties of determinants with proof.... Wop questions...Saras rule...... Element with its cofactor= det A Elements of one row multiplied ny other row cofactor=0 C full committed with you sir Thank you so much sir
Sameeha :- aj ki class se ek dum clearity agyi matrix chapter padha tha but esa pehli bar concept clear hua ek dum sb ache se dimag m fit Hogya types of matrix red color roses smell nice during summer in ultimately love garden symmetric skew symteric hermitition skew hermition idempotent nilpodent esi sab types of matrix clear hogyi ek dum thanku so much sir 😊
Khushman preet Kaur Learnings- today in live class of matrix I learn definition of matrix ,real life examples, order of matrix , equal matrices, addition and subtraction, multiplication of two matrices, trace of matrix ,transpose, results on transpose Experience :today's class was full of exploration, full of practice bahut practice kii aaj Implementation:I am fully committed for my dream govt .I takecomittment to attend all live classesanddo assignments with timer,explore every question.iammblessed ,iamselected,.I followmy mentor blindly (chetansir) Thanks
Komal L- phichla revise kiya fir kuch que kre fir order k bare me pdha fir matric transpose kiya with visualisation different example k sath ache se concept clear hoge C- i am committed har roj test du ge thku sir ❤
Kairan Jit Wonderful class, visual method of teaching bhut hi jada impressive hai or sare concept samjhne mein bhut help milti hai L- today I have learnt 19 types of matrix and the last 4 were new for me ..first time ki hai or bhut ache se smjh aaya C- I'm fully committed to attend all live classes and clear this exam with good rank Thank you sir ❤
Harpreet kaur Today's class amazing fully clear ho sab kush confidence build up ho gya Learning -Row matrix Coloum matrix Rectangular matrix m not equal to n Square matrix m equal to n Null matrix Diagonal matrix aij=0 I not equal to j Scalar matrix aij=0 i not equal to j and all diagonal element are same Identity matrix aij=0 I not equal to j and all diagonal element are equal to 1 Sym matrix swuare matrix Transpose A= A a12=a22..... Skew sym square matrix Diagonal element are 0 a12=-a21........ Hermitian matrix and skew hermitian with trick Idempotent matrix A^2=A Ivoulatry matrixA^2=l Nilpotent matrixA^k=0 Every identity matrix is sclar and diagonal Every scalar matrix is diagonal Upper triangular matrix aij=0 , i>j Lower triangular matrix aij=0 i
Arju Bala Experience amazing Learning bhout kuch New sekha symmetric matrix,skew symmetric or type of matrix ko 12ko kese trick name ki sath learn Krna Commitment. -Sir jis tre aap hamre liye hardwork kr rhe hum bhi utna or use jada hi kre hardwork ta ki aapka or apna mission successful bnaya Thankyou soo much sir
Simerpreet kaur Today's session was full of learnings ,confidence booster, almost questions WOP huye L- matrix is an array of row and column Order of matrix m×n ; m= no. Of rows, n= no. Of columns Addition & subtraction matrix me this possible hai jbb order same ho Multiplication of matrix AB Scalar multiplication of matrix kA Transpose of matrix A' AA'=1 then a^2+b^2=1 & ac+bd=0 (A')'= A, (kA')= kA',( A+B)'= A'+B' (A-B)'= A'-B', (AB)'= B'A' reversal law Equal matrix when order and elements of matrix are same Two matix ko add krne prr Diagonal elements double ho jate hai and two matrix ko subtract krne prr Diagonal elements equal to zero I'm in top 85% I follow my mentor blindly Thank you so much sir and whole MME team
I m vivia gupta Experience: today's experience was amazing with wonderful visualization.... Learning: today we learn symmetric matrix Skew symmetric matrix Full revision of previous topics ... Row, column matrix, rectangular; square; null; identity;scalar; diagonal; ; upper & lower triangular matrix....hermittian matrix ; conjugate; skew hermittian... Too much qus for practice related to this topic... I fully committed... Mai always regular rhugi... Daily assignment complete krugi with hand made notes ... Thanku so much sir 😊.. I m consistent because of ur excellent way of teaching😊😊😊
Kusum E....always super duper amazing experience ✨️ L....Basant Panchami special lecture me aaj humne bhot kuch sikha har ek questions ko sbhi method ke sath krna chahiye Taki hum sbse best teacher ban ske or bacho ko best learning provide krwa sake or sir se ek topic chahe 10 bar padh lo hamesha new sikhne ko milega. Minor, cofactor, singular and nonsingular matrix 9 properties. Maths=chetan sir😊 C....i will maintain regularity and I will definitely cracked MC and I will complete assessment 😊 Thnku so much sir g and whole mme Team 😊
Ansari E- fully confident after class All wop alhamdulillah L- definition of matrix,real life example Addition subtraction multiplication algebra Order Addition a+ a transpose= diagonal double a12+a21 dono jga same rkhdo A-a transpose= diagonal zero a12-a21 ,,,then sign change A a transpose is identity then Sq of elements of row or column= 1 If a= a transpose then a12= a21 New questions I- committed for live classes Revision challenge 2 Inshallah officially maths teacher Thank you sir 😊😊
Kajal, Happy basant panchami 🤗 Ajj toh vidya ka din h ajj hamare guru chetan sir ne morning me two best gift diye jo ki best hai no words of this ...jgd E_ today learn matrix determinants uske saath teaching skill sikhi teacher banker kaise bcho ko padna hai bacho ko bacho ke level pe smjana full of patience rkhna sabse best baat thy ki bache wo nhi dekht hm kya bol rhe wo ham kya krte uspe focus krte or yeh sach bhi h mujhe chetan sir ki trh best teacher bnna students ko maths explore karvana math fobia khtm krna hai.. L_ today learning determinant firstly Saras rule Adjoint Cofactors Minor Invertible adjA=|A|^n-1A |adjA|=|A|^n-1 (AB)'=B'A' (A+B)'=A'+B' (A')'=A I_ I am the best teacher .I crack master cadre exam .I am in top 85%.l am focused iam confident.🤗🤗
Sir Today class experience is so good.. Matrix is so easy .aaj ke transpose wale qus bhut ache se ho gye.. previous year question without pen ho gye .. thanks 🙏 to you Sir.
Anureet Kaur Experience:- feeling very confident, energetic, happy , positive. Learning:- learned about matrices , their order , transpose with short cuts Commitment:- i am feeling very confident, happy , positive , faithfull , motovated , consistent. I have started working hard and completing & revising my syllabus. I will definitely get selected this time in master cadre and will talk to you sir one day like this and work more harder , consistently , regular, disciplined way and will complete my work every day . I'm in 85%. I will make myself & my family proud of myself. Thanku so much Chetan sir & whole mme team 🙏🙏
Harpreet kaur Today's class excellent Har class ch jma new lag reha Concept fully clear ho rahe haa Learing matrix Addition of matrix Multiplication of matrix Transpose of matrix Substration of matrix Transpose of matrix Property of Transpose Equal matrix Implementation i give my 100 %
Taljit kumar Experience - matrix class bahot vadia rahi.... Sara basic clear ho gya.... Har ek concept clear ho gya... Learning - matrix definition, their types , algebra of matrices and transpose of matrices Commitment - consistent, increasing my study time 🙏🏻😍
Experience -intresting Learning -study ki sath sath teaching kese Krna yea sekha aaj real life se connect Krna ha thankyou so much sir Commitment -consistance
Neha palial Experience: I feel really confident and motivated in live classes because when I solve questions or explore questions,it gives satisfaction. Learning: practice of previous chapter such as order of matrix, addition, subtraction and multiplication of matrix, Transpose and properties of transpose ,trace Commitment: I'm consistent and focused to become government teacher 🎉
Amandeep kaur Experience : wow, sir mainu tuhade toh coaching lende 6 month ho chle . Mai pehli war puri live class attend kr pyi. Tuhade motivation kr k. hun mai study ch b kkfi improve kr pa rhi a. Thank you so much sir Learning : adj( A) 2 order , 3 order and more determinate kiya co factor kiya Minor kiya 9 Formula prove kiya saras rulekiya Great experience Commitment : i am focus on learning . Improve my self day by day
Bhut hi inspired story h di ki , we know ki hr kisi ki life me apne hi challanges hote h vese hi enhone bhi apne challenges se deal krte hue bhi apne apne ko pura kr liya. Bs ese hi m bhi apni selection k liye commited rhugi , ye confidence muje sir se pdhkar hi aya h. Thanks to chetan sir and whole mme team 😊😊
Mansi Chugh
Basant panchmi class is very fruitful,best gift ever sir aap nai jo humme gift diya hai vo koi bii nhi de sakta , sabhi chapters sikhate hai per koi bii yeh nhi btata students ko kaise padhana hai jo aaj apne humme sikhya mai usse definitely apni teaching mai apply karu gii or try karu gii mai bi ek acche teacher ban ke her ik student ki help kru , students ko explore karna sikhao, students ki problems ko improve karu , real life se connect karke students ko teach karu
Thank you sir you are the best mentor I ever met.
Taljit kumar
Experience - aj de class bahot fruitful rahi bahot kuj new sikhn nu milya.... New teaching techniques sikhn nu milyea...
Teaching - chetan sir de teaching to bahot kuj sikhya.... Students nu visualization krwa ka topic clear krwya... 8th nu mensuration chapter da sara formula visualization nal krwya... And formula make Krna dasa...
Learning - aj de class to bahot kuj sikhya... Sara ratta dur ho gya .. determinant adj A , A inverse etc...
Commitment - consistent rehna ... Learning increase krni 😍😍
Today’s class is very interesting..
what a visualisation ..
All questions by wop .. thanku sir
Really motivated story mam❤❤ thankyou so much sir confidence vdh gya jaise main khud hi bethi hu apke sath❤fully motivated fully committed 🙏🙏apka har topic visualization k sath crystal clear ho jata h thankyou mme team 💞💞
Great class , learned and revise a single topic multiple time in same class . Explored variations in a single question .
Great work focusing on those variations!
Baljinder kaur
Today class experience amazing..koi v chapter jini bar marji kar lya hove per har bar new concept sikhn nu milda...aj basant di best class..pehla time lgda c..hun bhut improvement ho gye..sab concept crystal clear .. thank you sir .best teacher in this world
Hats off to your hardwork l am lucky to be the part of mme. Sir yeh mera aapse pinki promise hai alga interview aap mere lege. Yes l am selected
Kairan Jit
Amazing class best gift of basant panchami.... learnt alot of things study k sath sath teaching and life skills bhi sikhe.. sir aap ek great mentor ho aap apne student ki overall development pr thyn dete ho...
Teaching point learnt today
1. Students ko explore krne k liye motivate krna
2. Proof k sath concept clarity krvana and ese bhi easy and enjoyable method se krana
3. Har ek bache k study pattern defferent hai unki need k according sb krana yeah smjh k ki unhe kuch nai aata
4. Kisi bhi bache ko koi bhi topic basic se teach kiya ja skta hai
5. Apni learning krte rehna and apne aap ko improvise krte rehna
Learning: aaj teaching methods sikhe, concept of determinates and properties of adjoint of matrix with proof and example ki jo k bhut ache se smjh aa gaya
I'm fully focused and committed to achieve best rank in master cadre
Thank u sir ❤
Gagandeep kaur
Experience - Thank you so much sir for this Superb lecture.All concept are now# pakka.
Learning - If Order of matrix is mxn then types of matrices
🎉Red - Row matrix- m=1
🎉Colour -column matrix -n=1
🎉Roses -rectangular matrix -m not equal to n
🎉Smell -Square matrix -m=n
🎉Nice -Null matrix -aij=0 for all elements.
🎉During -diagonal matrix -aij=0 for i not equal to j
🎉Summer - scalar matrix -aij=0 for i not equal to j
aij=K for i=j
🎉In-identity matrix -aij=0 for i not equal to j
aij=1 for i=j
🎉Ultimate -upper traigular matrix -aij=0 for i>j
🎉Love garden - lower triangular matrix -aij=0 for i
Gagandeep ji, you’ve got a great grasp of the concepts! Keep practicing!
I m Gaurav bansal
Today's class experience is amazing ❤
Learn MATRIX and it's 19 types
1 row = 1 row 1 or more column
2 column =1 column 1 or more row
3 rectangular = m not equal to n
4 square = m equal to n
5 null =all elements are zero
6 diagonal = aii non zero other elements zero
7 scaler = aii same other elements zero
8 identity =aii 1 other elements zero
9 upper = i>j
10 lower =i
Hardeep kaur
Matrix class was just mind blowing.. Mja aa gya matrix ki different types pr kr... Bhut hi easy way sa sikha,... Sbse achi baat ya h k har class ma sb kuch saath k saath hi learn ho jata h... Pressure nhi rhta mind ma.. Thank you sir 🙏
Rajwinder Kaur
Very very motivational video ,I also committed, I will crack my exam in first Attempt. Sir tusi sanu hr class ch motivate krde o jis nl sada confidence automatically increase hunda . Jdo Mai hle Coaching start nhi c kiti awe lgda c k syllabus bahut tough ah but coaching lain to baad pta chlea c jithe tahde wrge guru hon kuj b tough nhi . Thankyou sir and Mme family jina dia affects nl sb kuj possible ho paea.
You're on the right track, Rajwinder ji! Keep going!
Thankyou sir
Ashu garg
Experience - amazing no words for define
Learning - aaj hmne matrix mei matrix ki type dekhi with trick red colour roses smell nice during summer in ultimately love garden. Transpose sikha matrix kaa hermition and skew hermition kaise dekhege vo sikha . Symetric and skew symmetric matrix dekhi kon si hoti hai. And kyi or different types ki matrix joo hoti unko dekha nilpotent idempotent; involuntary orthogonal matrix etc...
To check symetric matrix we see only non diagnoal elements. For skew symmetric matrix diagnoal elements must be zero. Kise bi matrix noo symmetric bnna skde haa matrix and osde transpose no add krke divide by 2. Kise vi matrix noo skew symmetric bnna skade haa matrix and osde transpose no subtract krke and divide by 2
Agr A matrix symmetric hai taa A^n alys symmetric houo
A skew symmetric hai taa for n ( odd positive integer A^n skew symmetric for n ( even positive integer) A^n symmetric
For hermition A matrix kaa conjugate and transpose lene par A bnn rha hai
For skew hermition A matrix kaa conjugate and transpose lene par -A bnn rha hai.
Idempotent matrix A^2=A
Orthogonal matrix AA^t = I
Involuntary matrix A^2=I
Nilpotent matrix A^n =0 where n is called index
If A is hermition then iA skew hermition converse is also true means if A skew hermition hai taa iA hermition
Commitment - master cadre to gyo😅
Thanku so much sir
Keep up the good work, Ashu ji!
Sir Today's class experience is so good 💯% crystal clear the topic of Matrix and Its types . Question without pen possible.Thanks to you Sir🎉
That’s amazing to hear! Keep practicing and visualizing!
Harpreet kaur
Today's class amazing
Bhut confidence build up hoya
Ma chondi ah koi bacha kush crame na kre har ik question nu explore kre
Bache da nu as way nal study kroni ah ke bacha app encourage howe pdn Layi
Learning - determinant minnor cofactor adjoint inverse
A11c11+A12C12+A13c13=detA
A11c21+A12c22+A12c23=0
DetA=0 singular
Non singular det non zero
Det(ka)=k^n deta n oder of matrix
Det(adj)=det(a)^n-1
(AdjA)A=detA×l
Adj(AB)=(adjB)(adjA)
Adj(adjA)=(detA)^n-2 A
Adj(kA)=k^n-1(AdjA)
Det(A')=1/detA
DetA'=(detA)'
InverseA=adjA/DetA
Inverse of KA=1/k inverse ofA
Adjof (Ainverse)=detA/A
Adj(A')=(adjA)'
Implementation I give my 100%
Sir Aaj da lecture bott vadiia aa.. matrix phela v paddi aa ...Edda visualization nal pheli baar dekhya ..ki Edda v ho skda... specially reversible laww..thanku much ur the best teacher..the way u motivate all the students is the best❤
Great motivation for me mein bhi married hu and. Apko dekh k motivation milta hai k kush bhi possible hai
Kush bhi ❤. Bs efforts krne hein❤❤❤❤❤
Good evening sir
Rajkaran Kaur
E- Today so amazing session complete revision ho gyiii.....jo teat apne ne kl diyan tha matrix ka 5 minutes mai 35 questions hoge or pta bhi nhi chala......
L- Algebra of matrix, transpose, amd Visualization of flag. Colours wonderful.....
Matrix ko marks ke sath visualize lrwaya gya.... everything is very different.....and unique way..
C - Full commitment with u sir ..
Thank you so much
Keep up the good work and visualizing!
Meena devi
E...today i feel relaxed,calm
I....today i learn ki kabhi j ni bolna j method mujhe jyada acha lga isiliye hum new nahi sikhte hai sb sikhna hai ,,,,,question ki practice kro jyada fir dekho ki kaisa hai
Result k proof kiye jo dil mai baith gye feeling aa gyi formulas k saath
Cofactor sign matter,minor,singular,non singular matrix,inver,adjoint,adjoint ki 9 properties with visualization,adj pr v inverse law chlta hai ,inverse ki properties,
I.....i will work hard bhagwan mujhe mehnat krne ki kripa de mnn lgakr ,i am lucky blessed,cosistent ,thank you sir ,i am blessed msc kr li pr study ka rass aapne diya
Rupaal
E- full energetic lecture, every concept is cleared with visualisation
L- determinant value,ad- bc and saras rule of 3 by 3 square matrix,minor and cofactor,adjoint of 2by 2 matrix, change diagonal element and put negative sign of off diagonal element
I- doing all the assignments and explore new questions
Thanks a lot to my sir
.....
Superb.... internally motivated... feeling 👌👌
Simerpreet kaur
Today's lecture was fully energetic, increase confidence day by day ,learn lot of new things in every class ,feel hppy nd calm😇
L- types of matrix
Row matrix, column matrix, rectangular matrix, square matrix, null /void matrix, Diagonal matrix, scalar matrix, identity matrix
Triangular matrix - upper Triangular and lower triangular
Rectangular matrix- vertical (m greater than n) and horizontal m less than n) and mnot equal to n
Square matrix- m = n
Diagonal matrix - all the elements are zero except Diagonal elements
Identity matrix- all Diagonal elements are equal to 1
Symmetric matrix- A'= A
1/2(A+A')
Skew symmetric matrix- A'=-A
1/2(A-a')
Hermitian matrix -A^ theta = A
Skew Hermitian matrix- A^theta= -A
Idempotent matrix A^2=A
Involuntary Matrix- A^2=I
Orthogonal matrix- AA'=1
I'm in top 85% nd top ranker list
Thank you souch sir 🙏 😊
Sir from my first day class mai tb se hi Happy hu k ab kuch na hoga to sir ki classes lga kr tzurba bhi hoga or agar govt job na mile tb bhi kisi na kisi private sector mai bhi bahut acha krungi.
Shaveta
Super duper amazing class fully visualized class
Hats off to you sir smjha to hr koi deta hai but proof ke saath results hr koi ni krvata it's only our CHETAN SIR😇🙏 really sir I feel very blessed muje god ne parshad ke roop mei aapse milaya 😇🙏thanku so much sir
Mamta
Experience-Tnq sir
Teaching skills improved
Har ek question aise sikhayo ki usko rtta na lge. Concept pta ho sara.
Us chij ko kro jise student b ache se sikhe.
Learning- properties of adjoint
1. |KA| = Kⁿ|A|
2. A(adj A) = |A| Iₙ
3. |adj A| = |A|ⁿ⁻¹
4. (adj(adj A)) = |A|ⁿ⁻² . A
5. (adj(adj (adj (adj (adj (adj adj A))))) = |A|ⁿ⁻ʳ . A (r times)
6. |adj(adj A)| = |A|⁽ⁿ⁻¹⁾²
7. |adj(adj (adj (adj (adj (adj adj A)))))| = |A|⁽ⁿ⁻¹⁾ʳ (r times)
8. adj(AB) = adj(B) × adj(A)
9. (adj Aᵀ) = (adj A)ᵀ
10. (adj KA) = Kⁿ⁻¹ adj(A)
11. adj(Iₙ) = Iₙ
12. adj(0) = 0
Properties of Inverse of the Matrix
1. A. (adjA) = |A| I
2. Every invertible matrix Posses a unique inverse
3. (A⁻¹)⁻¹ = A
4. If A is invertible matrix, then |A⁻¹| = |A|⁻¹ i.e., |A⁻¹| = 1/|A|
5. Reversal law: If A and B are invertible matrices of the same order, then AB is invertible and (AB)⁻¹ = B⁻¹ A⁻¹
6. If A is an invertible square matrix, then Aᵀ is also invertible & (Aᵀ)⁻¹ = (A⁻¹)ᵀ
7. If A is invertible matrix then (Aᵏ)⁻¹ = (A⁻¹)ᵏ
8. If A is invertible matrix then (kA)⁻¹ = A⁻¹/k
9. If A is invertible matrix, then adj. (A⁻¹) = A / |A|
C- I will be consistent. Will crack my master cadre 🥳🥳
Tnq sir
kawaljit kaur
sir matrix pehla ta kita c pr hr vaar tuc kuj new de dinde ho jo ke bohot hi amazing e... matrix multiplication ch time lagda c pr tuc oh v easy kr dita ... thank you sir
Really motivated story and today class is also amazing like previous classes sb kuch easy lgta hai sir apki class Mai.
JGD Bhaiya
Babita Singla
Feel very energetic, confident, blindly follow you, visualize concepts, test with timer, consistency,
Thankuu so much sir 🙏🙏
Muskan
Sir ajj ki class me boht kuch sikhne ko mila ....very interesting class...Ab mai cheezo ko explore krne lagi hun ..thank you so much sir ji
I'm Chetna
E: Today's class was energetic and amazing.
L: addition and subtraction of matrix.product of matrix.transpose of matrix.equal matrix.transpose of transpose of a matrix is matrix ( A')'=A,AA' =l, diagonal elements are same after the transpose . diagonal elements are double of A+A'. Diagonal elements are subtracted when A-A'.
l: Be consistent
Chetna, keep your commitment strong! You can do it!
Every lecture of Chetan sir is osm
No words for sir and MME team...today's lecture so interesting
I’m glad you are enjoying the lessons!
Very nice session sir
Thanku so much sir
Aap se pdh krke day by day confidence increase hi rha
Ranjit kaur
Experience: Sir aaj ki class boht amazing thi. Aaj aapne 19 types ki matrix padhai . Apne sari definitions with examples and visualisation k sath itne ache se explain kiye ki sare concept crystal clear ho gye h. The best part of your teaching is that k aap sare concepts ko qtn/ ans k way me puch k concept crystalclear kr dete ho jo phr kbhi bhoolte nai h . Thanku so much sir .
L- types of matrix
1.Row matrix- m=1, n>=1
2. Column - n=1, m>=1
3. Rectangular - m not equal to n
4. Square- m= n
5. Null - every element should be zero
6. Diagonal- every element should be zero except diagonal elements
7. Identity- diagonal elements should be one rest of elements are zero
8. Scalar- diagonal elements are multiple of any number
9. Upper triangular- aij=0 , I>j
10. Lower triangular- aij=0, I
Dawinder kaur: maine aj committment li..k puri krugi...and I did it.
Aj ka experience better tha... fully relaxed..aj teaching ko better kaise BNN na h...uske bare m sikhe...bchho k level pe ja k patience k sath pdhana h ...koi label ni lgana...bcche ko bolna h... example se rule ki taraf jana h ...thanks for basant panchmi gift
Raj kumar
Today class was very amazing and valuable
Sir ne aaj hame bahut achi teaching skills sikhane sath me determinate topic me sarash rule se a kase sec me deteminate find karde sath and sari property class me hi mind me fit kar di thanks Chetan sir
Sir I am Nisha ajj ki class again bhut zabardast rhi jin concepts ko hmm ratta lgate the ajj unk proof with visualisation kr k mza aa gya thankuu sir.
Amandeep kaur
Sir taade teach karn da way , or tadde presentation are really interested and mind blowing . Tusi ek video ch kaha c k j asi kise kolo Mann lo 5 percent fees lende aa ta saddi kosish hundi k asi osnu 10 ja 20 percent value nai bal k 100+ value dayiye . Tusi hrr class ch 100+value he dinne aa
Mere andro good wibes aandiya k mai v ek din taadee nal interview jrrur kra ge
Rishu
Aj mane sikh ki bcheon ko kese topic khol k explorer krk pdhana h, consistently rkhni h..... Life me sikhne pr investment krni h.... Apn
Ye basant panchmi ka gift tha jisme hme life ki sbse bdi bat sikhi thanku sir.... Hm consistent rahenge
MADHAV SHARMA
THANKX SIR IT WAS AN AMAZING CLASS TODAY NOT ONLY TODAY BUT EVERYDAY N I REGRET ALL THOSE DAYS I WASNT ABLE TO ATTEND LIVE CLASSES.
Meenu Doda
Experience-ab to topic pure mind mai fit ho rhe hai, confidence level next level tk bdh rha hai, ab topic jyada sai jyada explore ho rhe hai
Learning- firstly revision of matrix , element of matrix, addition, subtraction(same order) multiplication of two matrix possible if order of column first matrix is equal to order of row of 2nd matrix , equality of two matrix, transpose of matrix aa^t =I then a^2+b^2=1, a+a^t=2diagonal and other a12+a21 and proceed in this way and a-a^t=diagonal element 0 and a12=-a21 and proceed in this way, properties of transpose (a^t) ^t=a, (ka) ^t=ka^t, (-a) ^t=-a^t,(a_or+b)=a^t+b^t , (ab) ^t=b^ta^t
Committment- committed for explore more and more, revise by urf method, do assignment properly, committed for selection
Great work Meenu ji! Keep up the commitment!
Charanjit Kaur
Experience: today’s class is amazing & all topics are crystal clear
Learning: types of matrix- row, column, rectangular, horizontal, vertical, square, null, diagonal, scalar, identity, lower rectangular, upper rectangular and symmetric, skew symmetric, hermition, skew hermition, idempotent, involuntary, nilpotent, orthogonal, unitary matrices
Commitment: consistent to live class and every assignment
Thank you so much sir 🙏🏻🙏🏻🙏🏻
Komal
I write my experience on basnat Panchami today we lear n how to improve our teaching skills,kaise bcho ko explore krn sikhaye ,unko new learning sikhaye taki vo intrest k sath maths me aage bde
Basant panchmi k din sbse bda gift diya determinants ka bhut acha aja dho diya❤❤i am blessed thankyou so much sir😊😊 fully committed
Snehlata.today class was amazing , question wop kiye,live class lgane se confidence bad jata hai,kuch bhi ho jae mai apne bache ko or family ko dinner karva k class jarur lagati hu.
I m consistent for my selection mujhe krna hai. Apni family k liye thanku sir thanku alot,🎉
Sukhveer kaur
Experience: after each and every class we feel confident and energetic. Thanku sir...... Thanku so much...... Your way of teaching is tottally different.
Sukhveer ji, that's fantastic to hear! Keep going!
Aj di class che sare topic usi time hi revise ho gye... Great learning sir ji
... Aj taan naal hi usf di practice ho gyi....
Sewani kattal
E- confidence build day by day
L- Matrix ( row, column, square,null,identity,symmetric,skew symmetric,hermition,volen,skew hermition,nilpotent,idempotent
Commitment - Hard work ,consistent
ਸਰ ਤੁਹਾਡੇ ਪੜਾਉਣ ਦਾ ਤਰੀਕਾ ਬਹੁਤ ਹੀ ਵਧੀਆ ਹੈ ਅਸੀਂ ਜਦੋਂ ਪਹਿਲਾਂ ਆਪਣੇ ਸਕੂਲ ਵਿੱਚ ਪੜ੍ਹਦੇ ਸੀ ਤਾਂ ਸਾਨੂੰ ਪਰੂਫ ਮੰਗਣ ਤੇ ਟੀਚਰ ਦੁਆਰਾ ਮਾਰ ਕੇ ਬਿਠਾ ਦਿੱਤਾ ਜਾਂਦਾ ਸੀ ਜਿਸ ਤੋਂ ਬਾਅਦ ਸਾਡਾ ਉਸ ਵਿਸ਼ੇ ਵਿੱਚ ਰੁਚੀ ਘਟਦੀ ਜਾਂਦੀ ਸੀ ਜਿਸ ਕਰਕੇ ਗਣਿਤ ਵਿੱਚ ਰੁਚੀ ਘੱਟ ਹੋਣ ਲੱਗ ਪਈ ਪਰ ਹੁਣ ਸਾਨੂੰ ਜਿੰਨੇ ਵੀ ਸਵਾਲਾਂ ਦੇ ਪਰੂਫ ਮਿਲਦੇ ਹਨ ਅਤੇ ਸਾਡੇ ਕਨਸੈਪਟ ਕਲੀਅਰ ਹੁੰਦੇ ਜਾ ਰਹੇ ਹਨ ਸਾਡਾ ਗਣਿਤ ਪੜ੍ਹਨ ਵਿੱਚ ਰੁਚੀ ਵਧਦੀ ਜਾ ਰਹੀ ਹੈ ਤੇ ਸਾਡਾ ਹੁਣ ਸਾਨੂੰ ਪੜ੍ਹਨ ਵਿੱਚ ਵੀ ਮਜ਼ਾ ਆ ਰਿਹਾ ਹੈ ਤੇ ਹੁਣ ਸਾਡੇ ਅੰਦਰ ਇਹਨਾਂ ਵਿਸ਼ਵਾਸ ਹੋ ਗਿਆ ਹੈ ਕਿ ਅਸੀਂ ਆਪਣੇ ਬੱਚਿਆਂ ਨੂੰ ਸਕੂਲ ਵਿੱਚ ਵਧੀਆ ਸਿਖਾਵਾਂਗੇ ਤੇ ਇੱਕ ਚੰਗੇ ਅਧਿਆਪਕ ਬਣਾਂਗੇ ਤੇ ਇਸ ਦੇ ਨਾਲ ਹੀ ਸਾਡੇ ਮਨ ਵਿੱਚ ਮਾਸਟਰ ਕਰੈਡਿਟ ਕਲੀਅਰ ਕਰਨ ਦੀ ਉਮੀਦ ਵੱਧ ਗਈ ਹੈ ਤਾਂ ਜੋ ਅਸੀਂ ਆਪਣੇ ਵਰਗੇ ਬੱਚੇ ਜਿਹਨਾਂ ਅੰਦਰ ਗਣਿਤ ਨੂੰ ਸਿੱਖਣ ਦੀ ਰੁਚੀ ਬਹੁਤ ਹੈ ਅਸੀਂ ਉਹਨਾਂ ਦੇ ਅੱਗੇ ਇਹ ਸਵਾਲਾਂ ਦੇ ਪਰੂਫ ਦਈਏ ਤੇ ਉਹਨਾਂ ਨੂੰ ਗਨੀ ਸਿੱਖਣ ਵਿੱਚ ਰੁਚੀ ਵਧਾ ਸਕੀਏ
Harpreet makha
Today class is very interesting and very very important for paper . Determinent tricks, and properties 10 jo pehle rtte lge hoe c vo proof k sath app ne clr krvae thanku sir 🙏🙏 ❤❤❤ itni achi learning dene k liye sir
Kiran
Learning - today I learn matrix and it's properties in very easy way
Experience- my experience with MMI TEAM is good
Arshdeep kaur
Sir today’s class was amazing
I learnt alot new things about matrix
Sir bht motivation milta apki har class lga ke one thing i most like sir ki aap kitni care krte hai of each and every student.. really appreciable to your hard work and great efforts .i will do more and more hard work and improves my learning day by day ..bs aap guide krte rhiye sir .God bless you 🙏🙏
Harpal kaur
Ajj di class ch adjoint of matrix crystal clear ho gea jo hun tk properties nu crame krea c ajj proof smj aye jis na teaching v confident ho gaye
Thanks a lot sir
I also want to talk with our respected Chetan sir like this in future 🙏
Rajnish
E:today class is amazing...super clarity
L:order of matrix, sum,sub,multiple of matrix, equal matrix, transpose of matrix, properties of matrix, special trick if AAt=1 then a^2+b^2=1,trace of A=trace of At,
I:I do more questions and do more hard work
Thank you sir ❤
Jaspreet kaur
E- Very good experience,all concepts are clear,order of matrix,types of matrix,symmetric and skew symmetric matrix etc.
L-types of matrix-row,column,rectangular,square,null,diagonal,scalar,
Identity,upper and lower triangular ,symmetric and skew symmetric matrix
1/2(A+A')=P
1/2(A-A')=Q respectively
A^2=I -idempotent
A^n=0- nilpotent
A^theata and conguagte=A tranjugate
(A')'=A
(AB)'=B'A' reversal law
(A+B)'=A'+B'
(KA)'=KA'
Every identity matrix is scalar matrix.
Every scalar matrix is diagonal matrix
Every diagonal matrix is square matrix etc.
C-Fully commited and to learn new things .
Jgd bhaiya
Akhilesh
Experience: today we study about matrix , order,transpose.today class is amazing, wonderful ppt ,full of tricks, visualization through real life example.
Learning:- today we study about matrix, order,transpose, orthogonal matrix.
Implementation:- i committed to make urf notes of this video and test with timer.😊
ALKA GUPTA.
E.. confidence increase day by day..
L. Matrix and determination- row, column.seq,rec, lower, upper, null, diog, identity, scaler, sym,skew, transpos,idempo,nilpote,volen,hermition,skew hermition...
Commitment -hard work...
Thankyou so much sir...
Sir, main tuhadi class dimaag ch eh rakh k dekhdi aa k main v aage bachyan nu es tra hi teach krona aa .... Daily life naal relate kre,, puri visualization naal... Jdo v koi topic shuru hunda aa tan pehle number te excitement eh hundi a k aj sir daily life vicho kehri situation lainge. As a teacher mere v dimaag ch bachyan nu padon de new new ideas grow ho rhe. Thanks a lot sir❤
Mamta
Experience- after each and every class fully energised.fully confident ❤
Learning- definition of matrix
Addition of matrix
Subtraction of matrix
Matrix multiplication
Transpose of matrix
Orthogonal matrix
Properties of matrices- five properties
Tricks of AA’=1
C- I will consistent in live classes, will give test every day with timer ❤
Tnq sir ❤❤❤❤
Monika
Experience: today's class is amazing. I learn different approach to solve matrix question by tricks.
Learning: transpose of matrix their properties(imp questions related), many new concept of transpose. , trace of transpose. Commitment: I m committed and focus to improve myself day by day.
Thanks CHETAN SIR AND ALL MME TEAM❤
Keep up the hard work, Monika ji!
Experience
Today class is very interesting..poori revision ho gai ...concept pakke ho ge bilkul transpose matrix de sare concept clear ho ge
Learnings
Transpose matrix..vich rows change into column and column change into rows..(A')' =A, k A' =(kA)', -A'=(-A)'
Committed
Daily live class attend karugi..thank you sir
Jaspreet kaur
E: amazing session ppt awesome all concept revise in class
L:Element,order se start
Elements equal ,order not element order both same
A'=A symmetric matrix
A'=-A' skew symmetryic
Red colour roses smell nice during summer in lovely garden
R= row
C=column matrix
r= rectangular
S=square
N= nultiy
D= diagonal
S= symmetryic
I= involuntary
L= lower trian
Upper triangular
A2=A idempotent
A2=I involuntary
A2=-A skewsymmetryic
A2=A symmetric
AA'=I orthogonal
Aa theta=A hermitian
Aatheta =-A skew hermitian
Null all entries zero
Symmetry square conversevnot true skew symmetryic odd power skew
Even symmetryic
Thank you sir 🙏 🙏 🙏
I:I am consistent and focused 🎉🎉🎉
Keep up the good work, Jaspreet ji! You are on the right track!
Nisha maurya
Experience:- new visualization dekhi and new ppts new ques bhi
Learning:- a+a^t =diagonal double
A-a^t =diagonal 0
(Ka) ^t =ka'
(Ab) '=b'a'
Aa'=identity
Implementation:- i m consistent with u sir
E- very fruitful lecture,full confidence building
L-row and columns matrix, rectangular, square matrices,null matrix, symmetric and skew symmetric matrix, square matrix have m= n order and rectangular has m not equal to n, square matrix includes diagonal, scaler, identity matrix and lower and upper triangular matrix, symmetric matrix vich diagonal element same rehnde hn te opposite vale change hunde hn aij= aji, where in skew symmetric matrix, diagonal element are zero and aij= - aji ,for only square matrix
I- by doing all assignment, thanks to my mentor
Navdeep Kaur
E: wonderful and amazing class. Every time new presentation. Sir ky efforts and knowledge are endless.
L: matrix ki class mein hmny basic sy start Kiya. Matrix kya hoti hai- arrangement of data in row and column. Order of matrix is also called size of the matrix. Transpose kiya. Kaisy transpose ko wop Krna hai sikha. Properties of transpose. And ek dhaasu trick kri.
I: every day assignment ko attempt Krna hai.
Navdeep, you are on the right track - keep going!
Neeba kaur
Experience: Full clarity of concept, feeling happy and confident taht i can do my best.
Learning: Matrix, order of matrix, addition, substraction and multiplication of matrix , For addition and sub order of matrix must be same
Matrix with same elements and same order called equal matrices.
Transpose of matrix - interchange of rows and columns
5 Properties of transpose
AA'=I , and on squaring and adding elements of any row of this matrix is equal to 1
and on multiplication of any two rows of this matrix gives zero.
Trace of square matrix = addition of diagonal element
Transpose of all matrix is possible.
and ques practice...
Implementation: I will revise these concepts and dontest with timer. Im committed to attend every live class and test . I'm committed for my dream job...
Im blessed and im selected 😊
I follow my mentor blindly...
Regards
NEENA KAUR
Amandeep kaur
Today's class of matrix was amazing as always
Today I learn terms symmetric and skew symmetric .Different type of question based on them
About Diagonal of symmetrical and skew symmetric and how we came to know about symm .and skew symm. Matrix acc. To order of matrix .I also learn many terms such as
Hermition matrix i.e. transposed and conjugate
Skew hermition matrix
About the diagonal of both
Idempotent matrix
Involuntary matrix
Nilpotent matrix
Unitary matrix
Orthogonal matrix
Moreover,many more questions with different different approach
Overall class was full of great knowledge
Thanku chetan sir and whole MME team 😊😊
Experience -Amazing session sir.concepts like order,trace of matrix, transposition, addition, subtraction are crystal clear.
Learning - 🎉Order of matrix=no. of rows x no. of columns .
🎉 Addition and subtraction is possible if order of matrix Same.🎉for multiplication of matrix no. of columns of 1st matrix= no. of rows of 2nd matrix.
🎉Two matrices are equal if order and elements both are equal.
🎉 Transpose of matrix -changing rows to column and vice-versa.
🎉 Properties of transpose -
1.(A')'=A
2.(KA)'=KA'
3.(A+B)'=A'+B'
4.(AB)'=B'A'
5.(ABCD)'=D'C'B'A'
🎉A=A' symmetric matrix
🎉A'=-A skew symmetric matrix
🎉AA'=I orthogonal matrix
🎉A+A'= diagonal elements value double
🎉A-A'= Diagonal elements are zero.
Commitment - I am fully committed to do my best.I am consistent. I fill spt, revise with urf method, always practice tests with timer.I am blessed.Thank u so much sir for this wonderful valuable lecture.🙏😊🙇
Great commitment! You are on the right path for success.
Today I leaned about Matrices
Transpose, trace(square matrix), properties of matrices
1. (A transpose)T=A
2. (A+-B)T=A^T+-B^T
3. (kA)T=k(A)T
4. (AB)T=BTAT
5.(ABCD)t=DtCtBtAt
I learned all concepts with Amazing presentation💞😀 I'm Fully committed♥️
Kritika
E : Amazing class...apply new tricks...feel confident.
L: About algebra of matrices, transpose and it's properties and practice lots of ques....new way to solve ques.
C: Explore new tricks...attempt assi.
Hello sir
In today class I learn (A^t )t=A
A+A^t= diagonal elements double
A-A^t=diagonal elements zero
A^t= diagonal elements same swapp another two elements ❤
Matrix addition and subtraction is possible when the order is same
Reversal law AB^t=B^tA^t
You have a great grasp of the concepts! Keep practicing!
Kawaljeet kaur
Today i learn everthing amazing way orr Sachi vich sir tuc bhut easy kr dinde o jo vi topic hoye ,Heartly. ❤thnku sir ji
I commit i give daily 100%
Thanku so much sir for amazing classs bhut vdia experience ria bhut vdia samj aia lecture thankuu sir
Ranjit Singh
Today's class was amazing
Learning:
row matrix
, column matrix,
rectangular matrix,
square matrix,
Null matrix
, diagonal matrix,
scalar matrix,
identity matrix,
upper triangular,
lower triangular,
Properties of transpose
symmetric,
skew symmetric,
harmition ,
skew-harmition,
idempotent matrix,
involuntary matrix,
nilpotent matrix, ,
unitary matrix,
orthogonal matrix ,
Sushil Kumar
Yesterday lecture was amazing and intersting.All concepts of matrix are deeply cleared .
L: various types of matrices like row,column,rectangular(vertical, horizontal),square,diagonal,scalar ,identity,triangular,skew and symmetric ,idempotent ,null, hermitian and skew hermition matrices, involuntary matrices.....with various question types.
Thanks a lot for this..
Experience - aj meri second class thi live vase main recording hi dekhti hun meri beti h wo soti nhi but Mera ab tak ka experience boht asha rha h mane boht enjoy mein sab kush pda h pehle aese concept nhi clear the but ab ho gye h.
Learning - aj mane first time transpose wali tricks sikhi h.
Commitment - Main kosish krungi ki daily live lga paun.
Learning :
Matrix
A-At symmetry matrix (diagonal twice ho janda)
A+At anti symmetry matrix AAt= l(diagonal zero ho janda)
orthogonal matrix
Good evening sir
Rajkaran Kaur
E - Toady class ao amazing....aj di class ch bcho ke ke sath kaise treat krna ..... problem ki kaise handle krna hai.....bacho ko kaise visualization krwana.....real life naal related krna ......and determinants kiya ..
L - adjoint of matrix and cofactor...inverse , properties of determinants with proof.... Wop questions...Saras rule......
Element with its cofactor= det A
Elements of one row multiplied ny other row cofactor=0
C full committed with you sir
Thank you so much sir
Sameeha :-
aj ki class se ek dum clearity agyi matrix chapter padha tha but esa pehli bar concept clear hua ek dum sb ache se dimag m fit Hogya types of matrix red color roses smell nice during summer in ultimately love garden symmetric skew symteric hermitition skew hermition idempotent nilpodent esi sab types of matrix clear hogyi ek dum thanku so much sir 😊
Khushman preet Kaur
Learnings- today in live class of matrix I learn definition of matrix ,real life examples, order of matrix , equal matrices, addition and subtraction, multiplication of two matrices, trace of matrix ,transpose, results on transpose
Experience :today's class was full of exploration, full of practice bahut practice kii aaj
Implementation:I am fully committed for my dream govt .I takecomittment to attend all live classesanddo assignments with timer,explore every question.iammblessed ,iamselected,.I followmy mentor blindly (chetansir)
Thanks
Komal
L- phichla revise kiya fir kuch que kre fir order k bare me pdha fir matric transpose kiya with visualisation different example k sath ache se concept clear hoge
C- i am committed har roj test du ge thku sir ❤
Kairan Jit
Wonderful class, visual method of teaching bhut hi jada impressive hai or sare concept samjhne mein bhut help milti hai
L- today I have learnt 19 types of matrix and the last 4 were new for me ..first time ki hai or bhut ache se smjh aaya
C- I'm fully committed to attend all live classes and clear this exam with good rank
Thank you sir ❤
Harpreet kaur
Today's class amazing fully clear ho sab kush confidence build up ho gya
Learning -Row matrix
Coloum matrix
Rectangular matrix m not equal to n
Square matrix m equal to n
Null matrix
Diagonal matrix aij=0 I not equal to j
Scalar matrix aij=0 i not equal to j and all diagonal element are same
Identity matrix aij=0 I not equal to j and all diagonal element are equal to 1
Sym matrix swuare matrix
Transpose A= A
a12=a22.....
Skew sym square matrix
Diagonal element are 0
a12=-a21........
Hermitian matrix and skew hermitian with trick
Idempotent matrix A^2=A
Ivoulatry matrixA^2=l
Nilpotent matrixA^k=0
Every identity matrix is sclar and diagonal
Every scalar matrix is diagonal
Upper triangular matrix aij=0 , i>j
Lower triangular matrix aij=0 i
Arju Bala
Experience amazing
Learning bhout kuch New sekha symmetric matrix,skew symmetric or type of matrix ko 12ko kese trick name ki sath learn Krna
Commitment. -Sir jis tre aap hamre liye hardwork kr rhe hum bhi utna or use jada hi kre hardwork ta ki aapka or apna mission successful bnaya
Thankyou soo much sir
Best motivated video and so real
Simerpreet kaur
Today's session was full of learnings ,confidence booster, almost questions WOP huye
L- matrix is an array of row and column
Order of matrix m×n ; m= no. Of rows, n= no. Of columns
Addition & subtraction matrix me this possible hai jbb order same ho
Multiplication of matrix AB
Scalar multiplication of matrix kA
Transpose of matrix A'
AA'=1 then a^2+b^2=1 & ac+bd=0
(A')'= A, (kA')= kA',( A+B)'= A'+B'
(A-B)'= A'-B', (AB)'= B'A' reversal law
Equal matrix when order and elements of matrix are same
Two matix ko add krne prr Diagonal elements double ho jate hai and two matrix ko subtract krne prr Diagonal elements equal to zero
I'm in top 85%
I follow my mentor blindly
Thank you so much sir and whole MME team
Sir you r amazing....❤ God bless you
I m vivia gupta
Experience: today's experience was amazing with wonderful visualization....
Learning: today we learn symmetric matrix
Skew symmetric matrix
Full revision of previous topics ... Row, column matrix, rectangular; square; null; identity;scalar; diagonal; ; upper & lower triangular matrix....hermittian matrix ; conjugate; skew hermittian... Too much qus for practice related to this topic...
I fully committed... Mai always regular rhugi... Daily assignment complete krugi with hand made notes ... Thanku so much sir 😊.. I m consistent because of ur excellent way of teaching😊😊😊
Kusum
E....always super duper amazing experience ✨️
L....Basant Panchami special lecture me aaj humne bhot kuch sikha har ek questions ko sbhi method ke sath krna chahiye Taki hum sbse best teacher ban ske or bacho ko best learning provide krwa sake or sir se ek topic chahe 10 bar padh lo hamesha new sikhne ko milega.
Minor, cofactor, singular and nonsingular matrix 9 properties.
Maths=chetan sir😊
C....i will maintain regularity and I will definitely cracked MC and I will complete assessment 😊
Thnku so much sir g and whole mme Team 😊
Ansari
E- fully confident after class
All wop alhamdulillah
L- definition of matrix,real life example
Addition subtraction multiplication algebra
Order
Addition a+ a transpose= diagonal double
a12+a21 dono jga same rkhdo
A-a transpose= diagonal zero
a12-a21 ,,,then sign change
A a transpose is identity then
Sq of elements of row or column= 1
If a= a transpose then a12= a21
New questions
I- committed for live classes
Revision challenge 2
Inshallah officially maths teacher
Thank you sir 😊😊
Kajal,
Happy basant panchami 🤗
Ajj toh vidya ka din h ajj hamare guru chetan sir ne morning me two best gift diye jo ki best hai no words of this ...jgd
E_ today learn matrix determinants uske saath teaching skill sikhi teacher banker kaise bcho ko padna hai bacho ko bacho ke level pe smjana full of patience rkhna sabse best baat thy ki bache wo nhi dekht hm kya bol rhe wo ham kya krte uspe focus krte or yeh sach bhi h mujhe chetan sir ki trh best teacher bnna students ko maths explore karvana math fobia khtm krna hai..
L_ today learning determinant firstly
Saras rule
Adjoint
Cofactors
Minor
Invertible
adjA=|A|^n-1A
|adjA|=|A|^n-1
(AB)'=B'A'
(A+B)'=A'+B'
(A')'=A
I_ I am the best teacher .I crack master cadre exam .I am in top 85%.l am focused iam confident.🤗🤗
Sir Today class experience is so good..
Matrix is so easy .aaj ke transpose wale qus bhut ache se ho gye.. previous year question without pen ho gye .. thanks 🙏 to you Sir.
You’re on the right track! Keep practicing and visualizing!
Anureet Kaur
Experience:- feeling very confident, energetic, happy , positive.
Learning:- learned about matrices , their order , transpose with short cuts
Commitment:- i am feeling very confident, happy , positive , faithfull , motovated , consistent. I have started working hard and completing & revising my syllabus. I will definitely get selected this time in master cadre and will talk to you sir one day like this and work more harder , consistently , regular, disciplined way and will complete my work every day . I'm in 85%. I will make myself & my family proud of myself. Thanku so much Chetan sir & whole mme team 🙏🙏
You have a great attitude and work ethic - keep it up!
Amandeep kaur
Experience : motivated , confidence increase ,energetic
Learning: committed that consist is must
Harpreet kaur
Today's class excellent
Har class ch jma new lag reha
Concept fully clear ho rahe haa
Learing matrix
Addition of matrix
Multiplication of matrix
Transpose of matrix
Substration of matrix
Transpose of matrix
Property of Transpose
Equal matrix
Implementation i give my 100 %
Taljit kumar
Experience - matrix class bahot vadia rahi.... Sara basic clear ho gya.... Har ek concept clear ho gya...
Learning - matrix definition, their types , algebra of matrices and transpose of matrices
Commitment - consistent, increasing my study time 🙏🏻😍
Experience -intresting
Learning -study ki sath sath teaching kese Krna yea sekha aaj real life se connect Krna ha thankyou so much sir
Commitment -consistance
Neha palial
Experience:
I feel really confident and motivated in live classes because when I solve questions or explore questions,it gives satisfaction.
Learning: practice of previous chapter such as order of matrix, addition, subtraction and multiplication of matrix,
Transpose and properties of transpose ,trace
Commitment:
I'm consistent and focused to become government teacher 🎉
Amandeep kaur
Experience : wow, sir mainu tuhade toh coaching lende 6 month ho chle . Mai pehli war puri live class attend kr pyi. Tuhade motivation kr k. hun mai study ch b kkfi improve kr pa rhi a. Thank you so much sir
Learning : adj( A) 2 order , 3 order and more
determinate kiya
co factor kiya
Minor kiya
9 Formula prove kiya
saras rulekiya
Great experience
Commitment : i am focus on learning . Improve my self day by day