filmov
tv
Solve yn-yn-1=u(n)+u(n-1) Z TRANSFORM
Показать описание
m-easy maths
Solve yn-yn-1=u(n) u(n-1) Z TRANSFORM
yn-yn-1=u(n) u(n-1) Z TRANSFORM
yn-yn-1 Z TRANSFORM
u(n) u(n-1) Z TRANSFORM
yn-1 Z TRANSFORM
Рекомендации по теме
0:03:25
Solve yn-yn-1=u(n)+u(n-1) Z TRANSFORM
0:02:39
Solve yk+2-4yk+1+4yk=0 y0=1 y1=0 z TRANSFORM
0:11:42
#Solution_of_Difference Equation_𝑦_(𝑛+2)+2𝑦_(𝑛+1)+𝑦_𝑛=𝑛, with 𝑦_0=𝑦_1=0 using 𝑍− transforms...
0:12:35
Z Transforms || Difference equation || 𝒚_(𝒏+𝟐)−𝟔𝒚_(𝒏+𝟏)+𝟗𝒚_𝒏=𝟐^𝒏 || 18mat31 || Dr Prashant Patil...
0:01:12
Solve yn+2-2cos alpha yn+1+yn= 0 y0=1 y1=cos alpha Z TRANSFORM
0:03:04
Solve yn+2-5yn+1+6yn= un un=1 y0=0 y1=1 Z TRANSFORM
0:08:55
Z Transform Solve yn+2 + 4yn+1 + 3yn = 3n given y0 = 0 , y1 = 1
0:04:59
Solve un+2 + 3un+1 + 2un= 0 given u0=1 and u1=2 Z TRANSFORM
0:17:52
Z Transforms || Difference equation || 𝒖_(𝒏+𝟐)−𝟒𝒖_(𝒏+𝟏)+𝟑𝒖_𝒏=𝟓^𝒏 || 18mat31 || Dr Prashant Patil...
0:15:53
Z Transforms | Difference equation | y(n+2)+6y(n+1)+9y(n)=2^n
0:10:33
Calculating Z transform of given discrete signals.
0:10:23
Solution of Difference Equation 𝑦_(𝑛+2)+6𝑦_(𝑛+1)+9𝑦_𝑛=2^𝑛, with 𝑦_0=𝑦_1=0 Using Z-transform method...
0:11:39
Solution of Difference equation || 𝒚_(𝒏+𝟐)+𝟓𝒚_(𝒏+𝟏)+𝟔𝒚_𝒏=𝟏 || Z Transforms || Dr Prashant Patil...
0:15:52
Difference equation solution with initial condition II Z transform
0:20:38
Difference Equation || Solution using Z- transform || Part 3 || Dr. Abhishek || RSC
0:07:45
#Ztransfrom, || Using Z transform solving difference Equation by an example.
0:10:26
#Ztransfrom, || Using Z transform solving difference Equation u_n+2-2u_n+1=3n+5
0:02:07
Solve yn+1-2yn= 0 given y0=3 Z TRANSFORM
0:08:58
Solve yn+2+yn= n2n Z TRANSFORM
0:13:47
Solution of Difference equation || 𝒖_(𝒏+𝟐)−𝟓𝒖_(𝒏+𝟏)+𝟔𝒖_𝒏=𝟐 || Z Transforms || Dr Prashant Patil...
0:10:40
@btech maths hub Applications To Difference Equations Z Transforms -Problem 8
0:11:13
Z Transform z-1 transform Solve yn+2 + 4yn+1 − 5yn = 24n − 8 given y0 = 3 , y1 = −5
0:10:20
Z-Transform of Basic Signal Problem Example 1
0:11:34
14. Application to Difference Equations | Z-Transform | Problem #1 | Complete Concept