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Maths Guru classes
India
เข้าร่วมเมื่อ 31 ส.ค. 2021
Welcome to our channel ,the ultimate channel for JEE Mains and Advanced maths problems.Our channel to dedicate to helpings students for all concepts required for these prestigious exams by solving some best maths books & previous year’s questions.
This channel is mainly for the students preparing for various Boards (CBSE ,ICSE, State Board), JEE Main and advance , KVPY, OLYMPIADS etc.
This channel is mainly for the students preparing for various Boards (CBSE ,ICSE, State Board), JEE Main and advance , KVPY, OLYMPIADS etc.
A quadratic equation a(b-c)x^2+b(c-a)x+c(a-b)=0 has equal roots,where a+c=15 and b=36/5 then a^2+c^2
A quadratic equation a(b-c)x^2+b(c-a)x+c(a-b)=0 has equal roots,where a+c=15 and b=36/5 then a^2+c^2
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มุมมอง: 36
วีดีโอ
JEE MAINS 2025 24 JAN , if integration (2x^2+5x+9)/sqrt(x^2+x+1) =xsqrt(x^2+x+1)+a sqrt(x^2+x+1)+
มุมมอง 1032 ชั่วโมงที่ผ่านมา
JEE MAINS 2025 24 JAN , if integration (2x^2 5x 9)/sqrt(x^2 x 1) =xsqrt(x^2 x 1) a sqrt(x^2 x 1)
IITJEE MAINS 23rd JAN If A ,Band (adj(A^-1)+adj(B^-1)) are non singular matrices of same order then
มุมมอง 2999 ชั่วโมงที่ผ่านมา
IITJEE MAINS 23rd JAN If A ,Band (adj(A^-1) adj(B^-1)) are non singular matrices of same order then the inverse of A((adj(A^-1) adj(B^-1)) ^-1 B is equal to
#jeemains2025 #22ndjanuary Memory based , sigma from r=1 to 30 r2(30Cr)^2/30C(r-1) =alpha .2^29 then
มุมมอง 56412 ชั่วโมงที่ผ่านมา
sigma from r=1 to 30 r2(30Cr)^2/30C(r-1) =alpha .2^29 then
#jeemains2025 #22ndjanuary Let f(x) be areal differentiable function such that f(0)=1,f(x+y)=f(x)f’
มุมมอง 17114 ชั่วโมงที่ผ่านมา
#jeemains2025 #22ndjanuary Let f(x) be areal differentiable function such that f(0)=1,f(x y)=f(x)f’(y) f(y)f’(x),x,€R then sigma log f(n) #pyq #pyqpractice #jeemains #pyqs
#jeemains2025 ,IfA be a 3x3square matrix such that det(A)=-2.Ifdet(3adj(-6adj(3A)))=2^n 3^m,where
มุมมอง 10714 ชั่วโมงที่ผ่านมา
#jeemains2025 ,IfA be a 3x3square matrix such that det(A)=-2.Ifdet(3adj(-6adj(3A)))=2^n 3^m,where
#jeemains2025#22jan shift-1solution,two balls are selected at random one by one without replacement
มุมมอง 11314 ชั่วโมงที่ผ่านมา
#jeemains2025#22jan shift-1solution ,two balls are selected at random one by one without replacement from the bag containing 4 white and 6 black balls.if the probability that the first selected ball is black given that the second selected is also black,is m/n where gcd(m,n)=1, then m n = #jee2025 #JEE#JEEManis2025 # Probability #PYQ# JEEPYQs #pyqspractice #pyqpractice #pyqseries
IIT JEE PYQ shift1,22jan paper’s solution, sigma Tr =(2n-1)(2n+1)(2n+3)(2n+5)/64, then lim n tend
มุมมอง 37614 ชั่วโมงที่ผ่านมา
#jeemains2025#shift1,22jan paper’s solution, sigma Tr = (2n-1)(2n 1)(2n 3)(2n 5)/64, then lim n tends to infinity sigma(1/Tr)
Most probable question for jee mains-2025
มุมมอง 26721 ชั่วโมงที่ผ่านมา
Most probable question for jee mains-2025
Consider a curve y=y(x) in1stquadrant as shown in figure.Let area A1is twice area A2.then normal to
มุมมอง 87วันที่ผ่านมา
Consider a curve y=y(x) in 1st quadrant as shown in figure.Let the area A1 is twice the area A2.then the normal to the curve perpendicular to the line 2x-12y=15 does Not pass through the point
Let max{ 9-x^2 /5-x}=alpha and min{9-x2/5-x}=beta if integration max{ 9-x2/5-x ,x} dx=a1+a2log(8/15)
มุมมอง 118วันที่ผ่านมา
Let max{ 9-x^2 /5-x}=alpha and min{9-x2/5-x}=beta if integration max{ 9-x2/5-x ,x} dx=a1 a2log(8/15)
Let f(x)=min{[x-1],[x-2],….[x-10]}where [t]G.I.F then integration from0to10 {f(x) +f(x)^2 +|f(x)|)dx
มุมมอง 12014 วันที่ผ่านมา
Let f(x)= min{ [x-1],[x-2],….[x-10]} where [t] denotes the G.I.F then integration from 0to 10 {f(x) f(x)^2 |f(x)|)dx is equal to
Best Integration Let In(x)= integration from 0 to x 1/(t^2 +5)^n dt, n=1,2,3… (A) 50 I6 -9I5 =xI’ 5
มุมมอง 47314 วันที่ผ่านมา
Let In(x)= integration from 0 to x 1/(t^2 5)^n dt, n=1,2,3… (A) 50 I6 -9I5 =xI’ 5 #iitjeemains2022 #pyq #pyqpractice #pyqseries #iitjeemainmaths #iitjeemathematics
Let f:R-R be defined asf(x)=ae2x+bex+cx.If f(0)=-1,f’(log2)=21,integration from0to log4 (f(x) -cx)dx
มุมมอง 13814 วันที่ผ่านมา
Let f:R-R be defined as f(x)=ae2x bex cx. If f(0)=-1,f’(log2)=21, integration from 0to log4 (f(x) -cx)dx=39/2, then the value of |a b c|= #iitjeemains2024 #pyq #pyqpractice #pyqseries #iitjee_mains2024 #iitjeemainmaths #iitjeemathematics #iitjeemaths
#iitjeemains2024let S={sin^22A:(sin^4A+cos^4A)x2+(sin2A)x+(sin^6A+cos^6A)=0 has real roots} if alpha
มุมมอง 26814 วันที่ผ่านมา
#iitjeemains2024let S={sin^22A:(sin^4A cos^4A)x2 (sin2A)x (sin^6A cos^6A)=0 has real roots} if alpha
#iitjeemains2024 let the line L:sqrt2x+y=a pass through the point of intersection P(in 1st quadrant)
มุมมอง 12521 วันที่ผ่านมา
#iitjeemains2024 let the line L:sqrt2x y=a pass through the point of intersection P(in 1st quadrant)
IITJEE ADVANCED2022Let ABC be triangle with AB=1,AC=3&angleBAC=pi/2.If a circle of radius r sides AB
มุมมอง 8421 วันที่ผ่านมา
IITJEE ADVANCED2022Let ABC be triangle with AB=1,AC=3&angleBAC=pi/2.If a circle of radius r sides AB
IITJEE ADVANCED2023 Let C1 be circle of radius 1 with centre at origin.LetC2 be circle of radius r
มุมมอง 11121 วันที่ผ่านมา
IITJEE ADVANCED2023 Let C1 be circle of radius 1 with centre at origin.LetC2 be circle of radius r
#IITJEE ADVANCED2022 LetG be a circle of radius R.Let G1,G2,G3,….Gn be n circles of radius r.suppose
มุมมอง 14221 วันที่ผ่านมา
#IITJEE ADVANCED2022 LetG be a circle of radius R.Let G1,G2,G3,….Gn be n circles of radius r.suppose
Letx1,x2,x3,x4be solution of equation4x4+8x3-17x2-12x+9=0,(4+x1^2)(4+x2^2)(4+x3^2)(4+x4^2)=125/16 m.
มุมมอง 18021 วันที่ผ่านมา
Letx1,x2,x3,x4be solution of equation4x4 8x3-17x2-12x 9=0,(4 x1^2)(4 x2^2)(4 x3^2)(4 x4^2)=125/16 m.
Let lim n tends to infinity (n/(n4+1)^1/2 - 2n/(n^2+1)(n4+1)^1/2+ -……-2n.n^2/(n2+n2)(n4+n4)^1/2)
มุมมอง 16821 วันที่ผ่านมา
Let lim n tends to infinity (n/(n4 1)^1/2 - 2n/(n^2 1)(n4 1)^1/2 -……-2n.n^2/(n2 n2)(n4 n4)^1/2)
If integration of cosec^5 xdx= alpha cotx cosecx( cosec^2x+3/2)+betalog|tanx/2| +C then8(alpha+beta)
มุมมอง 19121 วันที่ผ่านมา
If integration of cosec^5 xdx= alpha cotx cosecx( cosec^2x 3/2) betalog|tanx/2| C then8(alpha beta)
Let y= y(x) be the solution of differential equation (x+y+2)^2dx=dy,y(0)=-2.Let maximum and minimum
มุมมอง 15521 วันที่ผ่านมา
Let y= y(x) be the solution of differential equation (x y 2)^2dx=dy,y(0)=-2.Let maximum and minimum
#iitjeemains2024 If S={a€R:|2a-1|=3[a]+2{a},where[t]denotes G.I.F &{y} fractional part of y, then 72
มุมมอง 27328 วันที่ผ่านมา
#iitjeemains2024 If S={a€R:|2a-1|=3[a] 2{a},where[t]denotes G.I.F &{y} fractional part of y, then 72
#iitjeeadvanced2021#circle#LetM={(x,y)€RxR:x2+y2=r2}.Consider the geometric progression an=1/2^(n-1)
มุมมอง 144หลายเดือนก่อน
#iitjeeadvanced2021#circle#LetM={(x,y)€RxR:x2 y2=r2}.Consider the geometric progression an=1/2^(n-1)
#jeeadvaced2018#Let P be a point on the circle S with both coordinates being positive. Let tangent
มุมมอง 93หลายเดือนก่อน
#jeeadvaced2018#Let P be a point on the circle S with both coordinates being positive. Let tangent
Let T be the line passing through the points P(-2,7) and Q(2,-5).Let F1 be the set of all pairs of
มุมมอง 130หลายเดือนก่อน
Let T be the line passing through the points P(-2,7) and Q(2,-5).Let F1 be the set of all pairs of
Let E1E2 and F1F2 be the chord of S passing through the point P(1,1) & parallel to x axis and y axis
มุมมอง 105หลายเดือนก่อน
Let E1E2 and F1F2 be the chord of S passing through the point P(1,1) & parallel to x axis and y axis
#iitjeemains2024#The constant term in the expansion of (1+2x-3x^3)(3/2 x^2 -1/3x)^9 is p then 108p
มุมมอง 723หลายเดือนก่อน
#iitjeemains2024#The constant term in the expansion of (1 2x-3x^3)(3/2 x^2 -1/3x)^9 is p then 108p
Great👍🏻
Great👍🏻
sir khud se kr liya
Great
Exactly yehi question aaya tha sir Baki kisi platform me sahi question nahi mila Thank you sir Aur apka explanation badhiya tha 👌🏻
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Vidio is incomplete sir 😅
Yes , I will upload a new video tomorrow Thanks
Ha sir ye question tha mujhse reh gya
Asli Math Guru 🔥🔥🙇🙇
6:45 per aapne n+r-1 C r-1 waala formula kyu nahi use kiya?
aur ek case 6,6,0 waala bhi lena chahiye na?? matlab (alpha=6 beta=6 gamma= 0)
Here alpha ,beta and gamma are distinct natural numbers so we use n-1Cr-1 and gamma can’t be zero
@ ohhh i see thank you sm sir
love the way you explain sir!!
Thanks a ton
Sir abhi complex padha nhi any other method? Module m diya hua h in quadratic only
Sir ji a11=sin30, a12=cos30,a21=-cos30,a22=sin30 se kyu nhi bn rha hai 😢 angle toh same hai
Kar skate hai no problem
0:15 purana pattern matlab sor?
Last 3 years paper pattern
Thank you. ❤
You're welcome! Please like, share, and subscribe.
@mathsguruclasses7987 yes.
अति सुंदर
Thanks
But ans is wrong sir
Thank you sirji! :D
cosec@ alpha kidhar se??!
Length of focal chord =4acosec^2@
👍🏻
Well explained sir
Question nhi bomb tha yeh
sir last part me agar ham, 3^11 ko as 3 * 3^10 likar kar open krte hai to remainder 3 bach raha , last part ka???
Superb nice explanation 👌 👍 👏
❤❤ nice explanation sir
Keep watching
Awesome explanation sir 😃
Glad you liked it 👍
Sir app kabhi acha explan karte ho
Thanks Please like,share and subscribe
,🥵
❤
THE BEST EXPLANATION EVER . THANK YOU SO MUCH.
Welcome Please like, share and subscribe
Nice sir ❤❤❤
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@mathsguruclasses7987 ok sir
6:30 ye kya ho gya
Lambda =2t given hai
@@mathsguruclasses7987 nhi nhi, wo background mei..
Are sir ji gate kooll ke avo koi wait kr rha
😂😂
Wrong hidden solution
??
Sir λ=2t So sir for this equation we solve λ(t-1) = 2t λ(t-1) = λ λ(t-2) = 0 Hence λ=0 or t=2 Why are we ignoring λ=0???
If we consider t=0 or lamda =0 then we get the Coordinates of M& N are same and equal to Coordinate of Point A
So we ignore t=0
Thank you sir ❤
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Thankyou
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rK = I(k+1)/I(k) hai yeh kaise pata laga
hi yeah, kyuki agar numerator aur denomintaor dekhoge toh Ik+1 !k format mein hai yani denominator numerator se ek zyada toh isiliye use kiya
Sir, agar (3lambda + 2)/-3t - 1 = (-2lambda -4)/4t - 2 Ko equate karein to t = -1/3 bhi aa rha hai.... Jis par lambda -2/3 aa rha hai jis par M(-1,2/3,1/3) aa rha hai.... Hence, answer 0 aa rha hai.....
Please check your calculations again.
Good explanation ❤
Thanks Please like, share and subscribe
Done....😇
Love your explanation ❤sir❤❤❤❤❤
Thanks
hoooo
Sir, do you fly kite?
No
Thankyou sir. Came here from google photo search❤
Glad I could help!
Thank you sir!
Thank you
Sir meri book me (z-3√2+z-p√2i) diya hua hai, mod nhi diya, kya printing mistake hai
Yes