Sketch:- x(t) = cos(t) [u(t) − u(t − 2)] = {cos(t), - - The final result of the drawing equation <--- x(f) M ㅠ 2 0
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![Sketch:-
x(t) = cos(t) [u(t) − u(t − 2)] = {cos(t),
- -
The final result of the drawing equation
<---
x(f)
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2
0<t<2π
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- 7. A CT function x(t) is non-zero over a rahge of its argument from -2 to 3. It is convolved with another function y(t) which is non-zero over a range of its argument from 0 to 3. What is the non- zero range of the convolution of these two functions? Explain your answe. x(t) -2 0 y(t) 3this question in signals and systems courseAnswer all parts.
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