Consider the signal 𝑦(𝑡)=𝑥(𝑡)𝑝(𝑡)y(t)=x(t)p(t), where 𝑥(𝑡
Posted: Sun May 15, 2022 3:04 pm
Consider the signal π¦(π‘)=π₯(π‘)π(π‘)y(t)=x(t)p(t),
where π₯(π‘)=sin(π‘)ππ‘x(t)=sinβ‘(t)Οt. Answer the following
questions and upload your detailed solutions in part C :
a) [2marks]: Sketch with labelling the
Fourier transform of π₯(π‘)x(t), i.e., π(ππ)X(jΟ).
b) Find and sketch with labelling the
Fourier transform of π¦(π‘)y(t), i.e., π(ππ)Y(jΟ), for each
one of the following signals, π(π‘)p(t):
where π₯(π‘)=sin(π‘)ππ‘x(t)=sinβ‘(t)Οt. Answer the following
questions and upload your detailed solutions in part C :
a) [2marks]: Sketch with labelling the
Fourier transform of π₯(π‘)x(t), i.e., π(ππ)X(jΟ).
b) Find and sketch with labelling the
Fourier transform of π¦(π‘)y(t), i.e., π(ππ)Y(jΟ), for each
one of the following signals, π(π‘)p(t):