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0:02:39

Solve yk+2-4yk+1+4yk=0 y0=1 y1=0 z TRANSFORM

0:01:12

Solve yn+2-2cos alpha yn+1+yn= 0 y0=1 y1=cos alpha Z TRANSFORM

0:03:13

Solve yn+2-4yn=0 y0=0 y1=2 Z TRANSFORM

0:03:04

Solve yn+2-5yn+1+6yn= un un=1 y0=0 y1=1 Z TRANSFORM

0:03:25

Solve yn-yn-1=u(n)+u(n-1) Z TRANSFORM

0:08:58

Solve yn+2+yn= n2n Z TRANSFORM

0:06:03

Solve yn+3-3yn+1+2yn= 0 given y0=4 y1=0 y2=8 Z TRANSFORM

0:04:59

Solve un+2 + 3un+1 + 2un= 0 given u0=1 and u1=2 Z TRANSFORM

0:02:07

Solve yn+1-2yn= 0 given y0=3 Z TRANSFORM

0:08:06

Solve yn+2-4yn = 0 z Transform

0:08:55

Z Transform Solve yn+2 + 4yn+1 + 3yn = 3n given y0 = 0 , y1 = 1

0:11:13

Z Transform z-1 transform Solve yn+2 + 4yn+1 − 5yn = 24n − 8 given y0 = 3 , y1 = −5

0:00:58

(sin n)/n Test the convergence Infinite series #shorts

0:12:42

LU decomposition, Matrix factorization, Crout's reduction, X+Y+Z = 14, X+3Y–Z = 6, 3X+5Y+3Z = 4

0:18:09

Unary division Design a turing machine Theory of computation

0:16:26

unary multiplication Design a turing machine Theory of computation

0:05:53

Find the 2's complement of a binary number Design a turing machine Theory of computation

0:10:21

L={ww^R/wЄ(a b)*} Design a turing machine Theory of computation

0:13:51

L={wcw/wє{a,b} *} Design a turing machine Theory of computation

0:10:46

L={a^nb^n/n greater= 1} Design a turing machine Theory of Computation

0:02:47

u=log[(x^4+y^4)/(x+y)] prove xӘu/Әx+yӘu/Әy=3 EULERS PARTIAL DERIVATIVE

0:01:55

(i) u=f(y/x) (ii) u=y^2log(x/y) EULERS PARTIAL DERIVATIVE

0:01:27

Use Eulers theorem for z=x^2+y^2+2xy to prove xӘz/Әx+yӘz/Әy=2z

0:02:52

EULERS PARTIAL DERIVATIVE If u=tan^-1(x^3+y^3)/(x-y) prove xӘu/Әx+yӘu/Әy = sin2u