Draw an impulse train Ar(t) - E 6(t - nT) and show the product of this impulse train with an arbitrary r(t).

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Draw an impulse train Ar(t) = E 8(t- nT) and show the product of this
impulse train with an arbitrary r(t).
. Draw an example of X(jw) that is bandlimited by the value of B ( ie. has only
nonzero values between -B and B). For simplicity your X(jw) can be real with no phase.
Show the fourier transform of the produet from part (a), y(t) = r(t)Ar(t), for
B= 10x and T = 0.01.
Suggest a method that we recover a(t) from the sampled y(t) in part (e). Also
for what other values of T this recovery is possible? explain.
Transcribed Image Text:Draw an impulse train Ar(t) = E 8(t- nT) and show the product of this impulse train with an arbitrary r(t). . Draw an example of X(jw) that is bandlimited by the value of B ( ie. has only nonzero values between -B and B). For simplicity your X(jw) can be real with no phase. Show the fourier transform of the produet from part (a), y(t) = r(t)Ar(t), for B= 10x and T = 0.01. Suggest a method that we recover a(t) from the sampled y(t) in part (e). Also for what other values of T this recovery is possible? explain.
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