- #1
Raihan
- 19
- 0
HELP! Impulse Response h(t) problem
Please help me solve this problem. Atleast the correct answer indication is also very much appreciated.
Compute the impulse response h(t) for (dy(t))/dt -4y(t)=x(t)
a. y(t) = e^4t
b. y(t) = 1- e^4t
c. y(t) = e^-4t
d. y(t) = 1- e^-4t
Compute the impulse response h(t)for (dy(t)/dt -y(t)=dx(t)/dt-2x(t)
a. y(t) = e^-2t
b. y(t) = -e^t + delta(lamda)
c. y(t) = e^-t - delta(lamda)
d. y(t) = 1- e^-2t
Compute the impulse response h(t) for (dy(t)/dt +4y(t)=x(t)
a. y(t) = e^4t
b. y(t) = 1- e^4t
c. y(t) = e^-4t
d. y(t) = 1- e^-4t
Thanks for your kindness, time and effort.
Please help me solve this problem. Atleast the correct answer indication is also very much appreciated.
Compute the impulse response h(t) for (dy(t))/dt -4y(t)=x(t)
a. y(t) = e^4t
b. y(t) = 1- e^4t
c. y(t) = e^-4t
d. y(t) = 1- e^-4t
Compute the impulse response h(t)for (dy(t)/dt -y(t)=dx(t)/dt-2x(t)
a. y(t) = e^-2t
b. y(t) = -e^t + delta(lamda)
c. y(t) = e^-t - delta(lamda)
d. y(t) = 1- e^-2t
Compute the impulse response h(t) for (dy(t)/dt +4y(t)=x(t)
a. y(t) = e^4t
b. y(t) = 1- e^4t
c. y(t) = e^-4t
d. y(t) = 1- e^-4t
Thanks for your kindness, time and effort.