X X1 X2 Xn T Is An N Tuple Nonzero Vector The Nxn Matrix V Xxt Gate Ee 2007 Pankaj Kumar Porwal Mp3 & Mp4 Download

3:17

let x and y be two vectors in a 3 dimensional space gate ee 2007

1:16

it is given that x1, x2, , xm are m non zero orthogonal vectors gate ec 2008

3:14

the linear operation l(x) is defined by the cross product l(x) = b x x gate ee 2007

0:50

let p be a 2x2 real orthogonal matrix. x is a real vector [x1 , x2]t with length gate ee 2008

31:10

🔷15 - eigenvalues and eigenvectors of a 3x3 matrix

18:26

single qubit gates with pauli matrices, bit flip (classical not gate), phase shifts (z, s & t gates)

10:18

integral of tan^-1(1/(x^2-x 1)) from 0 to 1

1:16

let a be an n × n real matrix such that a2 = i and y = be an n – dimensional vector

1:04

the eigenvalues and the corresponding eigenvectors of a 2x2 matrix are given by ec gate 2006

4:21

dimension and basis for solution space of a homogeneous system of equations example 1

16:32

linear algebra: n-tuples and r^n

38:08

n-tuple quad formula and robbins formula (1)

2:43

find a nonzero vector in the kernel of a transformation given t(x)=y (r3 to r2)

15:39

23 dual space # v not equal to 0 in v then there is f s.t. f(v)is nonzero # linear algebr

1:54

find a nonzero vector in the kernel of a transformation given t(x)=y (r3 to r2) easy

2:18

x=[x1 x2 … xn]t is an n tuple nonzero vector the nxn matrix v=xxt gate ee 2007

Download video MP4

Download video MP3

Similar videos

let x and y be two vectors in a 3 dimensional space gate ee 2007

it is given that x1, x2, , xm are m non zero orthogonal vectors gate ec 2008

the linear operation l(x) is defined by the cross product l(x) = b x x gate ee 2007

let p be a 2x2 real orthogonal matrix. x is a real vector [x1 , x2]t with length gate ee 2008

🔷15 - eigenvalues and eigenvectors of a 3x3 matrix

single qubit gates with pauli matrices, bit flip (classical not gate), phase shifts (z, s & t gates)

integral of tan^-1(1/(x^2-x 1)) from 0 to 1

let a be an n × n real matrix such that a2 = i and y = be an n – dimensional vector

for the set of equations ee gate 2010

in the matrix equation px = q which of the following ee gate 2005

linear independence of vectors example 1

the eigenvalues and the corresponding eigenvectors of a 2x2 matrix are given by ec gate 2006

dimension and basis for solution space of a homogeneous system of equations example 1

linear algebra: n-tuples and r^n

n-tuple quad formula and robbins formula (1)

find a nonzero vector in the kernel of a transformation given t(x)=y (r3 to r2)

23 dual space # v not equal to 0 in v then there is f s.t. f(v)is nonzero # linear algebr

find a nonzero vector in the kernel of a transformation given t(x)=y (r3 to r2) easy

let a = [aij] with n greater than or equal to 3 and aij = i j then the rank of a is ie in gate