- #1
ryukyu
- 20
- 0
1. Find the impulse response h(t) given: z'(t) + 4z(t) = 4x(t)
2. The attempt at a solution
I first decided to divide through by 4
(1/4)z'(t) + z(t) = x(t)
since we are looking for impulse response I made the following substitutions:
let z(t) = h(t)
let x(t) = dirac(t)
which yields
(1/4) h'(t) + h(t) = dirac(t)
at which point I don't know how to handle the problem anymore.
2. The attempt at a solution
I first decided to divide through by 4
(1/4)z'(t) + z(t) = x(t)
since we are looking for impulse response I made the following substitutions:
let z(t) = h(t)
let x(t) = dirac(t)
which yields
(1/4) h'(t) + h(t) = dirac(t)
at which point I don't know how to handle the problem anymore.