3) Consider a periodic signal x(1) = {-2, 1, Osts1 1
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![3) Consider a periodic signal
1,
0sts1
x(t) ={
1<t< 2
with period T = 2. The derivative of this signal is related to the impulse train
g(t :
> 8(t – 2k)
k=-o
with period T = 2. It can be shown that
dx(t)
= A1g(t – t,) + A29(t – t2)
dt
Determine the values A,, A2, t, and t2.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F15bc08c2-eeee-48a0-9249-4af99042bda2%2F8585e6b2-f379-400b-bcec-951ed530b343%2Ft8rel6l_processed.png&w=3840&q=75)
Transcribed Image Text:3) Consider a periodic signal
1,
0sts1
x(t) ={
1<t< 2
with period T = 2. The derivative of this signal is related to the impulse train
g(t :
> 8(t – 2k)
k=-o
with period T = 2. It can be shown that
dx(t)
= A1g(t – t,) + A29(t – t2)
dt
Determine the values A,, A2, t, and t2.
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