Все публикации

0:03:15

Lecture#113:Find the Arc Length of Y=f(x) over the Interval I=[0 1]

0:03:24

Lecture#112:Find the Length of the Curve Y=f(x)

0:08:54

Lecture#111:Find the Area between the Curve Y=f(x) & Y=g(x)

0:09:02

Lecture#110:Arc Length(Length of Plane Curve)

0:05:11

Lecture#109:Calculate the Area between the Curve Y=f(x)=x and Y=g(x)=x^2+1 over the Interval [-1 2]

0:06:08

Lecture#108:Calculate the Area between the Curvesf(x) and g(x) over the Interval [0 2]

0:03:20

Lecture#107:Calculate Area between two Curves

0:13:00

Lecture#131:Diagonalize the Matrix A

0:00:32

Lecture#130:Diagonalization of a Square Matrix

0:05:40

Lecture#129:Theorem A square Matrix A is invertible Iff each Eigen Value of A is non-zero

0:02:39

Lecture#128:Counter Example on Lecture#124

0:05:36

Lecture#127:Cayley Hamiton theorem

0:09:38

Lecture#126:Find the Eigen Values and Eigen Vectors for Matrix A

0:03:05

Lecture#125:Find Eigen Value & Eigen vector of a given Matrix A

0:04:43

Lecture#124:Theorem:h^k an Eigen value of a Matrix A^k,If h is an Eigen value of a Matrix A

0:02:22

Lecture#123:Theorem:-the Eigen Values of a Triangular Matrix A are the diagonal elements of Matrix A

0:01:56

Lecture#120:Definition of Characteristic equation

0:10:13

Lecture#119A:Characteristic equation lA-xIl=0 of a Square Matrix A

0:07:30

Lect#118:Eigen Values and Eigen Vector's of a Square Matrix

0:01:05

Prove that loga(MN)=loga(M)+loga(N)

0:01:05

Lecture#07:Prove that Cos(A+B)=Cos(A)Cos(B)-Sin(A)Sin(B)

0:01:40

Lecture#05:4th Formula in Fundamental law of Trigonometry

0:01:51

Lecture#04Deduction from fundamental law of Trigonometry.Prove that Cos(-A)=Cos(A) & Sin(-A)=-Sin(A)

0:02:37

Lecture#03:3rd Formula in Fundamental law of Trigonometry