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Pravesh sir maths academy
เข้าร่วมเมื่อ 7 ก.ย. 2022
Mathematics for engineering/pharmacy/bsc students
Applied mathematics for all professional courses
Engineering mathematics
Pharmacy mathematics
B.sc. mathematics
Easy way to solve numericals
Applied mathematics for all professional courses
Engineering mathematics
Pharmacy mathematics
B.sc. mathematics
Easy way to solve numericals
LAGRANGE'S MULTIPLIERS | maxima & Minima by method of lagrange's undetermined Multipliers
problems-
06:03 Divide a number say 120 into three parts such that the sum of their product taken two at a time shall be maximum.
13:52 divide a number into three parts such that the continued product of first , square of second and cube of third is maximum.
21:43 find the point on the surface z^2=xy+1 nearest to the origin.
33:17 Show that the rectangular solid of maximum volume that can be inscribed in a sphere is a cube .
46:55 find the maximum and minimum distances of the point (3,4,12) from the sphere x^2+y^2+z^2=1.
ONE SHOT REVISION OF MAXIMA AND MINIMA OF FUNCTION OF TWO VARIABLES using method of lagrange's multipliers,
ONE SHOT REVISION OF EXTREMA OF A FUNCTION,
one shot revision of lagrange's multipliers,
MAXIMA AND MINIMA OF A FUNCTION OF SEVERAL VARIABLES by method of lagrange's multipliers,
DIFFERENT IMPORTANT SOLVED PROBLEMS OM MAXIMA & MINIMA by method of lagrange's multipliers,
DIFFERENT IMPORTANT SOLVED PROBLEMS OM MAXIMA & MINIMA OF FUNCTION OF TWO VAriables using lagrange's multipliers
aktu engineering mathematics-1 unit-3 differential calculus-2
#praveshsirmaths
#engineeringmathematics1
#engineeringmathematics
#differentialcalculas
#aktuengineeringmathematics1
06:03 Divide a number say 120 into three parts such that the sum of their product taken two at a time shall be maximum.
13:52 divide a number into three parts such that the continued product of first , square of second and cube of third is maximum.
21:43 find the point on the surface z^2=xy+1 nearest to the origin.
33:17 Show that the rectangular solid of maximum volume that can be inscribed in a sphere is a cube .
46:55 find the maximum and minimum distances of the point (3,4,12) from the sphere x^2+y^2+z^2=1.
ONE SHOT REVISION OF MAXIMA AND MINIMA OF FUNCTION OF TWO VARIABLES using method of lagrange's multipliers,
ONE SHOT REVISION OF EXTREMA OF A FUNCTION,
one shot revision of lagrange's multipliers,
MAXIMA AND MINIMA OF A FUNCTION OF SEVERAL VARIABLES by method of lagrange's multipliers,
DIFFERENT IMPORTANT SOLVED PROBLEMS OM MAXIMA & MINIMA by method of lagrange's multipliers,
DIFFERENT IMPORTANT SOLVED PROBLEMS OM MAXIMA & MINIMA OF FUNCTION OF TWO VAriables using lagrange's multipliers
aktu engineering mathematics-1 unit-3 differential calculus-2
#praveshsirmaths
#engineeringmathematics1
#engineeringmathematics
#differentialcalculas
#aktuengineeringmathematics1
มุมมอง: 7
วีดีโอ
LAPLACE EQUATION PART 3 | LAPLACE EQUATION WHEN TEMPERATURE AT TWO EDGES ARE NON ZERO |
มุมมอง 172 ชั่วโมงที่ผ่านมา
problem- 01:07 Find the steady state temperature distribution in a rectangular thin plate with two surfaces insulated and with the boundary conditions u(0,y)=0,u(x,0)=0 and u(a,y)=g(y) and u(x,b)=f(x). 2-D HEAT FLOW EQUATION IN STEADY STATE, LAPLACE EQUATION,SOLUTION OF TWO DIMENSIONAL HEAT FLOW EQUATIONS , SOLUTION OF TWO DIMENSIONAL HEAT FLOW EQUATIONS WHEN TEMPERATURE AT 2 EDGES ARE ZERO AND...
MAXIMA AND MINIMA OF FUNCTIONS OF SEVERAL VARIABLES | EXTREME VALUES OF A FUNCTION OF TWO VARIABLES
มุมมอง 192 ชั่วโมงที่ผ่านมา
07:00 eXAMINE THE EXTREME VALUES OF FOLLOWING FUNCTIONS (A) 1-X^2-Y^2, (B) x^2 Y^2, (C) XY, (D) 1-X^2-Y^2 . 19:45 fIND THE MAXIMUM AND MINIMUM VALUES OF f(x,y)= x^3 3xy^2-15x^2-15y^2 72x. 34:47 Examine for extreme values Cosx Cosy Cos(x y). 48:55 Find the shortest distance from origin to the surface xyz^2=2. 01:03:00 find the shortest distance between the lines (x-3)/1=(y-5)/-2=(z-7/1) and (x 1...
LAPLACE EQUATION PART 2 | TWO DIMENSIONAL HEAT FLOW EQUATION IN STEADY STATE
มุมมอง 619 ชั่วโมงที่ผ่านมา
02:30 SOLVE THE LAPLACE EQUATION IN A RECTANGLE IN XY PLANE WITH u(x,0)=u(x,b)=u(0,y)=0 and u(a,y)=f(y) parallel to y axis. 21:58 solve the two dimensional heat flow equation in steady state under the conditions u(x,0)=u(x,b)=u(a,y)=0 and u(0,y)=f(y) parallel to y axis. 2-D HEAT FLOW EQUATION IN STEADY STATE, LAPLACE EQUATION SOLUTION OF TWO DIMENSIONAL HEAT FLOW EQUATIONS , SOLUTION OF TWO DIM...
JACOBIAN part-3 | jacobian of OF IMPLICIT FUNCTIONS
มุมมอง 339 ชั่วโมงที่ผ่านมา
05:47 if u^3 v w=x y^2 z^2 , u v^3 w=x^2 y z^2 ,u v w^3=x^2 y^2 z then find jacobian of u,v,w with respect to x,y,z. 15:18 if u,v,w are the roots of the equation (λ-x)^3 (λ-y)^3 (λ-z)^3=0 in λ(lamda) then find jacobian of u,v,w with respect to x,y,z. 30:00 if u^3 v^3 w^3=x y z, u^2 v^2 w^2=x^3 y^3 z^3, u v w=x^2 y^2 z^2 then find jacobian of u,v,w with respect to x,y,z or show that find jacobia...
LAPLACE EQUATION | TWO DIMENSIONAL HEAT FLOW EQUATION IN STEADY STATE
มุมมอง 3014 ชั่วโมงที่ผ่านมา
2-D HEAT FLOW EQUATION IN STEADY STATE LAPLACE EQUATION SOLUTION OF TWO DIMENSIONAL HEAT FLOW EQUATIONS SOLUTION OF TWO DIMENSIONAL HEAT FLOW EQUATIONS WHEN TEMPERATURE AT 3 EDGES ARE ZERO AND AT ONE EDGE F(X) ONE DIMENSIONAL HEAT EQUATIONS FOR B.SC., APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION, #praveshsirmaths #engineeringmathematics4 #AKTUENGINEERINGMATHEMATICS4 #APPLICATIONOFPDE
Jacobians part2 | FUNCTIONAL DEPENDENCE OF VARIABLES | DEPENDENCE AND INDEPENDENCE OF VARIABLES
มุมมอง 6114 ชั่วโมงที่ผ่านมา
03:51 USE THE JACOBIAN TO PROVE THAT THE FUNCTION U=X Y-Z,V=X-Y Z, W=X^2 Y^2 Z^2-2YZ ARE NOT INDEPENDENT OF ONE ANOTHER.FIND THE RELATION BETWEEN THEM. 12:27 IF U=X 2Y Z,V=X-2Y 3Z AND W=2XY-XZ 4YZ-2Z^2,SHOW THAT THEY ARE NOT INDEPENDENT.fIND THE RELATION BETWEEN U,V AND W. 19:15 IF U=(X Y)/Z,V=(Y Z)/X,W=(Y(X Y Z))/XY,THEN SHOW THAT U,V&W ARE FUNCTIONLLY RELATED TO EACH OTHER AND FIND THE RELATI...
JACOBIANS & IT'S FIRST TWO PRORERTIES | cahin rule of jacobians | solved problems of jacobians
มุมมอง 3514 วันที่ผ่านมา
07:16 if x=rCosθ and y= rSinθ then find jacobian of x,y with respect to r,θ. 10:05 if u= (y-x)/(1 xy) & v= tan^-1y-tan^-1x then find jacobian of u, v with respect to x,y. 15:10 Chain rule property of jacobian. 19:02 if x=rCosθ and y= rSinθ and z=z then find jacobian of x,y,z with respect to r,θ,z. 23:42 if u=2axy and v=a(x^2-y^2) where x=rCosθ and y= rSinθ then find jacobian of u,v with respect...
ONE DIMENSIONAL HEAT EQUATION WHEN ENDS ARE INSULATED | 1-D HEAT FLOW equation- ends are insulated
มุมมอง 5714 วันที่ผ่านมา
03:12 find the temperature in a thin metal rod of length L with both ends insulated(so that there is no passage of heat through the ends) and with initial temperature in the rod Sin(πx/l) . 33:54 Arod of 100cm length has its ends kept at 0 DEGREE and 100 degree CENTEGRATE untill steady state conditions prevail. the two ends are suddenly insulated and mentained so.find the temperature in the rod...
TAYLOR'S THEOREM & MACLAURIN'S THEOREM FOR TWO VARIABLES | EXPANSION OF FUNCTION OF SEVERAL VARIABLE
มุมมอง 11014 วันที่ผ่านมา
problems discussed in this video 19:04 SHOW THAT e^y.log(1 x)=x xy-x^2/2 approximately. 29:28 Expand Sin(xy) in powers of (x-1) & (y-pi/2) upto the second degree terms. 41:07 expand x^2y 3y-2 in powers of x-1 & y 2 using Taylor's theorem. 54:35 Expand x^y in powers of (x-1) & (y-1) upto the third degree terms and hence evaluate (1.1)^1.02. 01:08:50 Expand y^x about (1,1) upto second degree term...
ONE DIMENSIONAL HEAT FLOW EQUATION | 1-D HEAT FLOW equation FOR NON-HOMOGENEOUS BOUNDARY CONDITIONS
มุมมอง 7614 วันที่ผ่านมา
problems discussed in this video 00:50 A BAR OF 10CM LENGTH WITH INSULATED SIDES A AND B ARE KEPT AT 20^OC(20 DEGREE CENTEGRATE) AND 40 DEGREE CENTEGRATE RESPECTIVELY UNTIL STEADY STATE CONDITIONS PREVAILS. THE TEMPERATURE AT A IS SUDDENLY VARIED TO 50 DEGREE CENTEGRATE AND THE SAME INSTANT B, LOWERED AT 10 DEGREE CENTEGRATE.FIND THE TEMPERATURE AT ANY POINT OF THE BAR AT ANY TIME. 32:17 THE EN...
TAYLOR'S THEOREM & MACLAURIN'S THEOREM FOR ONE VARIABLE | EXPANSION OF FUNCTION OF SINGLE VARIABLE
มุมมอง 10214 วันที่ผ่านมา
10:20 EXPAND SINX IN POWERS OF X 15:48 EXPAND SINX IN POWERS OF (X-PI/2) 20:35 EXPAND Tan^-1x in powers of x 30:01 EXPAND Tan^-1x in powers of (x-1) or EXPAND Tan^-1x in arround 1 38:20 if f(x) = x^3-2x 5 find the value of f(2.001) using taylors theorem 47:11 calculate sqrt of 26 using taylors theorem 55:30 expand log(1 x) in powers of x then find series for log[(1 x)/(1-x)] and hence evaluate ...
TOTAL DERIVATIVES | COMPOSITE FUNCTIONS | TOTAL DIFFERENTIATION
มุมมอง 8514 วันที่ผ่านมา
45:02 if f(x,y,z)=0 then show that (∂y/∂z).(∂z/∂x).(∂x/∂y=-1 50:35 IF v=f(r) ; r^2=x^2 y^2 z^2 prove that ∂^2v/∂x^2 ∂^2v/∂y^2 ∂^2v/∂z^2= ∂^2v/∂r^2 (2/r)∂v/∂r 01:01:10 if x=e^r.cosθ & y=e^r.sinθ then show that ∂^2u/∂x^2 ∂^2u/∂y^2 =e^(-2r)(∂^2u/∂r^2 ∂^2u/∂θ ^2) CHAIN RULE FOR DIFFERENTIATION TOTAL DERIVATIVES OF COMPOSITE FUNCTIONS SOLVED PROBLEMS ON TOTAL DIFFERENTIATION DIFFERENTIAL CALCULAS FO...
ONE DIMENSIONAL HEAT EQUATION | SOLUTION OF 1-D HEAT FLOW FOR HOMOGENEOUS BOUNDARY CONDITIONS
มุมมอง 3414 วันที่ผ่านมา
SOLUTION OF ONE DIMENSIONAL HEAT FLOW EQUATIONS FOR HOMOGENEOUS BOUNDARY CONDITIONS ONE DIMENSIONAL HEAT FLOW EQUATIONS SOLUTION OF ONE DIMENSIONAL HEAT FLOW EQUATIONS WHEN BOTH ENDS ARE AT ZERO TEMPERATURE. ONE DIMENSIONAL HEAT EQUATIONS FOR B.SC. APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION #praveshsirmaths #engineeringmathematics4 #AKTUENGINEERINGMATHEMATICS4 #APPLICATIONOFPDE
HOMOGENEOUS FUNCTIONS | EULER'S THEOREM | EULER'S THEOREM ON HOMOGENEOUS FUNCTIONS
มุมมอง 11821 วันที่ผ่านมา
HOMOGENEOUS FUNCTIONS | EULER'S THEOREM | EULER'S THEOREM ON HOMOGENEOUS FUNCTIONS
ONE DIMENSIONAL WAVE EQUATION PART 3| wave equation when initial velocity and displacement is given
มุมมอง 3121 วันที่ผ่านมา
ONE DIMENSIONAL WAVE EQUATION PART 3| wave equation when initial velocity and displacement is given
PARTIAL DERIVATIVES | PARTIAL DIFFERENTIATION | PARTIAL DERIVATIVES OF HIGHER ORDER
มุมมอง 8721 วันที่ผ่านมา
PARTIAL DERIVATIVES | PARTIAL DIFFERENTIATION | PARTIAL DERIVATIVES OF HIGHER ORDER
LEIBNITZ THEOREM | CALCULATION OF nth derivative at x=0 | Yn(0) |
มุมมอง 9421 วันที่ผ่านมา
LEIBNITZ THEOREM | CALCULATION OF nth derivative at x=0 | Yn(0) |
one dimensional wave equation part2 | one dimensional wave equation when initial velocity is given
มุมมอง 42หลายเดือนก่อน
one dimensional wave equation part2 | one dimensional wave equation when initial velocity is given
LEIBNITZ THEOREM | Nth DERIVATIVE OF PRODUCT OF TWO FUNCTIONS
มุมมอง 131หลายเดือนก่อน
LEIBNITZ THEOREM | Nth DERIVATIVE OF PRODUCT OF TWO FUNCTIONS
Successive Differentiation | Calculation of nth derivative | Differential Calculus-1 |
มุมมอง 207หลายเดือนก่อน
Successive Differentiation | Calculation of nth derivative | Differential Calculus-1 |
ONE DIMENSIONAL WAVE EQUATION PART 1 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATIONS
มุมมอง 32หลายเดือนก่อน
ONE DIMENSIONAL WAVE EQUATION PART 1 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATIONS
MATRIX-LECTUE12| Complex matrix | Hermition matrix | skew hermitian matrix | unitary matrix
มุมมอง 93หลายเดือนก่อน
MATRIX-LECTUE12| Complex matrix | Hermition matrix | skew hermitian matrix | unitary matrix
method of seperation of variables PART-2 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION
มุมมอง 45หลายเดือนก่อน
method of seperation of variables PART-2 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION
MATRIX-LECTURE11 | CAYLEY HAMILTON THEOREM AND ITS APPLICATION | INVERSE BY CAYLEY HAMILTON THEOREM
มุมมอง 74หลายเดือนก่อน
MATRIX-LECTURE11 | CAYLEY HAMILTON THEOREM AND ITS APPLICATION | INVERSE BY CAYLEY HAMILTON THEOREM
METHOD OF SEPERATION OF VARIABLES PART- 1 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION
มุมมอง 120หลายเดือนก่อน
METHOD OF SEPERATION OF VARIABLES PART- 1 | APPLICATION OF LINEAR PARTIAL DIFFERENTIAL EQUATION
LECTURE10-EIGEN VALUES & EIGEN VECTORS | CHARACTERISTIC ROOTS AND VECTORS | LATENT ROOTS AND VECTORS
มุมมอง 208หลายเดือนก่อน
LECTURE10-EIGEN VALUES & EIGEN VECTORS | CHARACTERISTIC ROOTS AND VECTORS | LATENT ROOTS AND VECTORS
CLASSIFICATION OF LINEAR PDE OF SECOND ORDER | APPLICATION OF PARTIAL DIFFERENTIAL EQUATION
มุมมอง 71หลายเดือนก่อน
CLASSIFICATION OF LINEAR PDE OF SECOND ORDER | APPLICATION OF PARTIAL DIFFERENTIAL EQUATION
MATRIX-LECTURE-9-LINEAR DEPENDENCE AND INDEPENDENCE OF A VECTOR | LI AND LD OF VECTOR
มุมมอง 60หลายเดือนก่อน
MATRIX-LECTURE-9-LINEAR DEPENDENCE AND INDEPENDENCE OF A VECTOR | LI AND LD OF VECTOR
MATRIX-LECTURE8-SOME MORE SOLVED EXAMPLES OF A SYSTEM OF HOMOGENEOUS LINEAR EQUATIONS
มุมมอง 47หลายเดือนก่อน
MATRIX-LECTURE8-SOME MORE SOLVED EXAMPLES OF A SYSTEM OF HOMOGENEOUS LINEAR EQUATIONS
Teaching techniq is excellent
Thanks for your appreciation 😊
Sir please inke AKTU ke pyq bhi kara dijiyega
@@harshitshukla3136 sure beta .
Sir BUE ka second sem ka civil branch ka pyq 2021and 2020 ka solve krba dijiye plz sir🙏
@@salonisingh8119 ok..send me link for your university question paper.
Thank you so much sir 🙏🙏
@@salonisingh8119 any time beta🤗
You are a great teacher i love your way of teaching sir❤️🙏
@@vipinprajapati4881 thank you ☺️
Good explanation
Thank you so much Sir❤🥹Aap ki pyqs series ne maths 2 Mai bahut help ki 🙏....please aap maths 4 k liye pyqs series Banaiye please sir🙏🙏🙏🙏
@@soldier825 most welcome 🤗 beta.. Sure I will do it for you all
@praveshsrivastava7335 Thank you Sir🙏🙏🥹🥹
Second semester me aapke pyq solve karaye question bahut help kiye the . Sir please M4 ke PYQ karayiega
@@harshitshukla3136 thanks 😊... Definitely I will solve for you all
Sir please Maths4 ke video lecture continue rakhiye
@@harshitshukla3136 sure beta☺️
Thank you sir aapke vajah se mere Maths2 me 65 number aaye hai sir
@@harshitshukla3136 congratulations 🎉👏 beta for securing such a wonderful marks in external exam
Sir apka bahut bahut dhanyawad kl result aya aur mere math me 50 number aaye sir bahut Dr lg rha tha math me lekin last me apke channel se pdha sb ❤❤❤❤
@@viratkohlifan653 ,🥰☺️ congratulations 🎉👏 beta..for securing more than 70%marks
@@praveshsrivastava7335 thnks sir❤❤
sir numerical method ke bhi pyq solve karva dijiye.
@@adarshsingh4277 ok beta..mujhe subject code nd university ya syllabus ka link message kar do yahan par
@@praveshsrivastava7335 101202(BEU)-Bihar engineering university
101202(BEU)
Superrrbbbb sirrr
Thank you sir 😊
@@Kirankiran-cx3xl welcome 🤗
Sir 6 aug ko paper' tha maine sec b me poora question shi kiya tha bs answer 2πi arha aur mera 3πi a rh a sir kya step marking milegi 😢
@@viratkohlifan653 yes .agar Khali calculation mistake hui ho
@@praveshsrivastava7335 @praveshsrivastava7335 yes sir only calculation mistake all process are right 👍
Thank you very much sir, apke lecture videos se bht help mili❤
@@nik_69x anytime 😊 All the best beta
it helped a lot in the end day to practice sir. thank u very much sir🙏
@@centurianomy4478 most welcome 🤗 beta..all the best ☺️
Thanks sir but laurent and taylor series me thoda doubt h expansion mein
@@SiddharthAgarwal-t1b Taylor nd laurent par mera video lecture dekho ek baar
Unit 5ki playlist par milega
@@praveshsrivastava7335 ok
Sir homogeneous Q3 me hm variation of parameter & cauchy dono lga rhe h . 51:38
@@viratkohlifan653 beta us question mein bola gaya hai
Sir, really you are awesome 😎 apne itna sab kiya thank q ♥️
@@SameerKhan-fw3ioyou are welcome ☺️
Thanks❤
@@aryanmaurya4539 anytime 😊
Sir m2 ki back clear ho jayegi isse batch 2021
Subject code change ho gya hai
@@prateektiwari2807 beta aap logon ka code purana wala hoga...jo aap logon ne m2 mein padha tha.. Bas ek baar apna syllabus check kar lena
@@praveshsrivastava7335sir topic to similar hai . pyqs krke kaam ho jayega ? plz help.
Ratio test + 1 wala term upor hota hain un wala niche
Yes sir please explain it 😢
Convergence and divergence ki condition bhi check karo..agar +1 wala upar le rahe ho
1:31:39 CF is equation x in this video but it had to be equation of t
@@suryanshvishwakarma8801 yes.
sir que no 2 ko cauchy residue theorem se bhi solve kr sakte the ?
@@Khatri_aditya1056 yes
@@praveshsrivastava7335 ok sir
Thank you for this video 🙏🙏
@@tanyagarg9701 anytime 😊
Thank you sir 🙏🙏 , aapki wajah se paper ke ek din pehle maths karli 😊😁
@@rockygaming303 most welcome beta.. All the best ☺️
Thank u sir for the helping us.
@@avinashthakur6768 anytime 😊 beta
sir mai unit 4 se image vale question skip kr skta hu because smjh nhi a rhe h..
@@viratkohlifan653 kis topic mein problem aa rahi hai ? Discuss with me so that I can give you solution
@@praveshsrivastava7335 sir jo unit 4 me apne image vale questions karaye h last me isme.
@@viratkohlifan653 ok...but rest topics achhe se taiyar rakhna
@@praveshsrivastava7335 yes sir or sb prepared kr liya h ..
1st like 1st comment ❤
You're the best!
1:20:23
Sir in pyq series se questions to milenge na 🙂
Yes..ye ho sakta hai ki kuchh jagahon par kuch values idhar udhar kar de..isliye achhe se samjh kar karna
@@praveshsrivastava7335 okiee thanqq sir ❤️
Sir math 2 me kuch nhi ata apki sari 1 shot pyq ki dekhle or 2 marks dekhle to pass ho jayenge ya kitna score kr skte pls bataye kuch nhi pada abhi tk apka channel abhi mil gya
@@OpShane-y2g beta ye sari pyq wali videos achhe se samajh kar practice karo.. Definitely 50% ya usse Jada hi score karoge
Thanks for helping us in our hard tym 😢
@@tanvithakur1215 anytime 😊
thanku sir these videos it really helps alot 🙏🙏
sir i've request to u that please make pdf of these questions
@@NikhilYadav-em8qo anytime 😊
@@NikhilYadav-em8qo beta abhi short answer ki do unit ki video pahle bana kar upload karna hai..phir dekhta hun
Thank you soo much sir ❤❤🙏🏻🙏🏻
@@HimanshuGupta-ke4iy anytime 😊
Thank you sir
@@Engineer12381 anytime 😊
Sir eska pdf kha se download kre
Beta ye kahin bhi available nahi hai
Thanks alot sir 🙏🏻❤
@@jayantimishra6349 anytime 😊
sir unit2 ka isse bahar to nhi aayga na
@@SaranshMishra-l9o nahi aayega..achhe se samaj kar karna har numerical ko
Sir kya ye mereko help karegi kyuki mereko ye unit nhi aata hai ekdum aur mein bht weak hu maths me
@@OGTrueX bilkul beta..bas achhe se sari properties nd formula lern karo nd har numerical ko achhe se samajh kar copy mein khud se ek baar lagao.. My best wishes are with you
Sir at 22:30 there should be 1/a to as per the formula 1/a F s/a
Yes beta... multiply the answer by 1/3
@@praveshsrivastava7335 sir dil se tnxu video bhut help kkr rhi ha aapki bss bbhagwan ji kra paper bhut bdaiya jaya :)
@@UtkarshSrivastava-km7jk sure achha karoge paper..my best wishes for you
sir 30:33 agar limit ( i.e x=1/e ) to test fail ho jayega na ? tab kya krenge please tell me sir🙏🙏🙏
yes abhi dekha yah somehow skip ho gaya...main iski alag se video bana kar upload kar dunga
@@praveshsrivastava7335 ok thank you sir🙏
Sir video ka do upload iski@@praveshsrivastava7335
thanku sir
Anytime 😊
Nice sir expalanation and clear of all important question concepts Thanks you sir love from delhi ❤❤❤❤
@@Sohilkhan-po6if 🤗
Sir variations of parameters q 5 me cf kaise nikala aapne sir kyuki calculator se -1and -1 aa raha ahi
@@connectseries_ video mein kitne minutes mein hai ye question
Aur sabhi unit ke short question kra dijiye sir please 😢😢
@@AnmolVerma-m3w ok beta..wait I will update asap
❤@@praveshsrivastava7335
Sir in 14 marks ke short question mei aapne jo karaye h usme se 4 -5 questions to aa jayenge na ?@@praveshsrivastava7335
@@SiddharthAgarwal-t1b beta ya to same question milega ya kuch values change ho sakti hai..isliye concept clear karke padhna ki kaise solve karna hai
1:18:00 sir normal form course mei ab kaha hai
@@watermelon930 beta second order linear differential equations with variable coefficients mention hai syllabus mein .. Nd normal form bhi ek method hai aise numericals ko solve karne ke liye
@@praveshsrivastava7335 sir college mei to padhaye nhi hum logo ko college waale…ab kya Karu sir?
@@watermelon930 is numerical ko achhe se samjh kar book se bhi ek numerical karke dekho.. Jada tough nahi hai..
@@praveshsrivastava7335 ok sir
Sir pdf milega kya ?
@@SHUBHAM-cy4bf beta abhi pdf nahi banaya kisi bhi unit ka..
@@praveshsrivastava7335 sir ho sake to kal tk provide kra dijiye
sir aap bhut accha samjhate hai thank sir
@@ankitsaroj4608 🤗
sir please provide pdf link in description 🙌🙏
sir 1:39:36 mera -e^t aa rha na ki 8 e^t SIR PLEASE DOUBT CLEAR KAR DIJIYE 🙏🙏
@@nidhigupta8086 your answer is correct 👍I copied book answer..which is wrong