- 5 10 Pts Now We Have F N U N 1 U N 2 Where U N Is The Unit Step Sequence And Denote The Linear Convolu 1 (64.37 KiB) Viewed 12 times
5) (10 pts) Now we have f(n) = u(n + 1)| * u(n − 2) where u(n) is the unit step sequence and * denote the linear convolu
-
- Site Admin
- Posts: 899603
- Joined: Mon Aug 02, 2021 8:13 am
5) (10 pts) Now we have f(n) = u(n + 1)| * u(n − 2) where u(n) is the unit step sequence and * denote the linear convolu
5) (10 pts) Now we have f(n) = u(n + 1)| * u(n − 2) where u(n) is the unit step sequence and * denote the linear convolution. (1) (3 pts) Calculate f(n) in time domain for n E {...-2, -1, 0, 1, 2, 3...}. (2) (3 pts) Calculate f(n) by using z-transform. (3) (4 pts) Now we have g(n) = (−1)"ƒ (n), calculate the one-side z-transform of g(n).