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Fill the half-filled code snippet to get the following graph: impulse(1,, ‘red’); ____; impulse(1,, ‘blue’); impulse(1,, ‘yellow’); impulse(1,, ‘green’);

Fill the half-filled code snippet to get the following graph: impulse(1,, ‘red’); ____; impulse(1,, ‘blue’); impulse(1,, ‘yellow’); impulse(1,, ‘green’); Correct Answer , ‘red’); ____; impulse(1,, ‘blue’); impulse(1,, ‘yellow’); impulse(1,, ‘green’); ] 2, hold, 3,4,5

The above code shows that after each impulse command, the amplitude of the exponential decreases faster- besides this, it reveals that the order of the input transfer function is 1 so the transfer function is a step signal. Since we’ve plotted the impulse response, we observe that the transfer function is of the form (1/s-a) and if |a| increases, the response decreases faster. Hence, the only plausible option is a. The hold command should be used to plot multiple graphs on the same window.

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