3. The impulse response h(t) and input signal x(t) of an LTI system shown below, find the output

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Sri K · Answer

Here we can take y of t is equal to x of t multiplied by h of t which is equal to integral 0 to

Adi S · Answer

so according to the question if you take x capital d this will be equal to u u t minus u t minus

Hemraj Kumawat · Answer

In this question we are asked to find the response of an LTI system for input xT equals to u to

Adi S · Answer

So, we have given here a function yt is equal to integration t -1 to t plus 1 and that is 2 into

Sri K · Answer

Hi, in this question we have been given two parts. So, in the first part we have two graphical r

3. The impulse response $h(t)$ and input signal $x(t)$ of an LTI system shown below, find the output response $y(t)$ using convolution (note that $x(t) = \delta(t) + \delta(t - 1) + \delta(t - 2)$).