05:33

314/1000 | Multivariable Partial Differentiation | Prove sin2x(∂u/∂x)+sin2y(∂u/∂y)+sin2z(∂u/∂z)=2

12:36

313/1000 | Euler's Theorem in u=tan^-1{(x³+y³)/(x-y)} on Homogeneous Functions

06:18

312/1000 | Euler's Theorem on Homogeneous Functions | Degree of Homogeneity | Mathematics

06:38

311/1000 | Degree of a Polynomial: Definition, Examples, and Types | Algebra

03:45

310/1000 | Prove: Partial Differential Equation of y = f(x+at) + g(x-at)

09:36

309/1000 | Reduction Formula for Integration of e^axsin^n(bx) | Indefinite Integral Proof

03:03

308/1000 | Reduction Formula for Integration of cot^n(x) | Integral | Trigonometric Substitution

03:29

307/1000 | Reduction Formula for Integration of tan^n(x) | Indefinite Integral Proof

05:21

306/1000 | Reduction Formula for Integration of cosec^n(x) | Indefinite Integral Proof

04:59

305/1000 | Reduction Formula for Integration of sec^n(x) | Indefinite Integral Proof

18:46

304/1000 | Reduction Formula of sin^m(x)cos^n(x) for limits from 0 to pi/2| Integration

06:18

303/1000 | Prove: Partial Differentiation of z(x+y) = x² + y² | Multivariable Calculus

10:06

302/1000 | Proof: Partial Differentiation of u = f(r) where r² = x² + y² | Second Order Derivatives

08:16

301/1000 | Reduction Formula for Integration of sin^m(x)cos^n(x) | Indefinite Integral

07:29

300/1000 | Fourier Transform of e^(-at²) | Step-by-Step Solution & Inverse Transform

12:13

299/1000 | Fourier Transform: Fourier Sine and Cosine Transform of e^-ax

09:04

298/1000 | "Prove u = log(x³+y³+z³-3xyz) using Partial Differentiation | Multivariable Calculus"

08:31

297/1000 | Partial Differentiation | Determinant Value | Concept Explanation | Maths Tutorial

13:17

296/1000 | "Leibnitz's Theorem | Differential Equation | Proof and Application | Maths Tutorial"

07:02

295/1000 | "Partial Differentiation of sin^-1(x/y) + tan^-1(y/x) | Multivariable Calculus Tutorial"

16:12

294/1000 | "Reduction Formula for Definite Integral of cos^n(x) from 0 to π/2 | Calculus Tutorial"

08:31

293/1000 | "Reduction Formula for Integration of cos^n(x)" | Indefinite Integral | Calculus Tutorial

08:04

292/1000 | "Cayley Hamilton Theorem: Proof and Verification | Linear Algebra Tutorial"

21:23

291/1000 | Value of Nth Derivative of y for x=0 in (sin^-1x)^2 : Odd and Even | Leibnitz's Theorem

22:27

290/1000 | Diagonalization Matrix: Theory, Properties, and Examples | Linear Algebra Tutorial

06:27

289/1000 | Partial Differentiation: Finding ∂³u/∂x∂y∂z for u=e^(xyz) | Calculus Tutorial

14:07

288/1000 | (n+2)th Order Differential Coefficient of y=(x^2-1)^n | Leibnitz's Theorem | Differential

19:09

287/1000 | Reduction Formula for Definite Integral of sin^n(x) from 0 to π/2 | Calculus Tutorial

10:06

286/1000 | "Reduction Formula for Integration of sin^n(x)" | Indefinite Integral | Calculus Tutorial

12:19

285/1000 | Partial Differentiation of x^xy^yz^z = k" : "Proving ∂²z/∂x∂y = -(xlogex)^(-1)"

02:51

284/1000 | "Integration of Rational Functions" or "Calculus Tutorial: Integration of (x^2+1)/x^4"

10:01

283/1000 | Expressing Higher Powers of a Matrix as a Linear Polynomial | Cayley Hamilton Theorem

07:07

282/1000 | Partial Differentiation of e^(ax+by).f(ax-by) | Calculus Tutorial

11:38

281/1000 | Evaluate Inverse of Square MATRIX using Cayley Hamilton Theorem | Linear Algebra Tutorial

10:04

280/1000 | Verification of Cayley Hamilton Theorem | Linear Algebra Tutorial

01:37

279/1000 | Nth Differential Coefficient of log(x+1) | Calculus Tutorial

09:08

278/1000 | Nth Differential Coefficient of e^x.logx | Leibnitz's Theorem Explained

03:09

277/1000 | 10th Differential Coefficient of y=1/x | Nth Order Derivative Explained

09:08

276/1000| Nth Differential Coefficient of y=xlog(1+x) Leibnitz Theorem & Logarithmic Differentiation

16:04

275/1000 | Nth Order Differential Coefficient of y=cos(msin^-1x) | Leibnitz's Theorem

19:19

274/1000 | Nth Differentiation of y^(1/m)+y^(-1/m)=2x | Leibnitz's Theorem Explained

11:00

273/1000 | (n+2)th Differential Coefficient of acos(logx)+bsin(logx) | Leibnitz's Theorem

08:13

272/1000 | Nth Order Differential Coefficient of x^nlogx | Leibnitz's Theorem Explained

15:48

271/1000 | Find nth Order Differential Coefficient of y=sin(msin^-1x) | Leibnitz's Theorem Explained

15:59

270/1000 | Find Nth Order Differential Coefficient of cos^-1[{x-(1/x)}/{x+(1/x)}]

05:56

269/1000| Nth Order Successive Differentiation of e^(-x)sin^2(x) |Differential Coefficient Explained

10:05

268/1000 | PROVE Nth DIFFERENTIAL COEFFICIENT of x^3/(x^2-1) at x=0 | Even/Odd Parity

15:09

267/1000 | (N+2)th Order Differential Coefficient of x=tan(logy) | Leibnitz's Theorem

13:10

266/1000 | Nth ORDER DIFFERENTIAL COEFFICIENT of logx.x^(n-1) by LEIBNITZ'S THEOREM

05:40

265/1000 | Nth ORDER DIFFERENTIAL COEFFICIENT of x^2/(x+2)(2x+3)

02:56

264/1000 | First Order Partial Differentiation of log(x^2 + y^2) | Partial Derivatives Explained

11:30

263/1000 | nth DERIVATIVE of tan INVERSE 1-x/1+x | DIFFERENTIAL COEFFICIENT

12:48

262/1000 | nth DERIVATIVE of tan INVERSE 1+x/1-x | DIFFERENTIAL COEFFICIENT

10:03

261/1000 | nth DERIVATIVE of 1/x^2+a^2 | DIFFERENTIAL COEFFICIENT

02:56

260/1000 | Successive Differentiation of log(x^2-a^2) - nth Order Derivative Explained

08:51

259/1000 | Newton Forward Difference Interpolation: Numerical Analysis Simplified

06:20

258/1000 | Lagrange Interpolation Method: Numerical Analysis for Unequally Spaced Data

02:38

257/1000 | Differential Coefficient of log3x | Calculus | Mathematics

12:08

256/1000 | nth DERIVATIVE OF y=xlog{(x-1)/(x+1)} | CALCULUS | ENGINEERING MATHEMATICS

14:17

L-255 | Stirling's Central Differences Interpolation Method | Numerical Analysis| Data Interpolation