The derivative of the signal The output of a system is y(t) = 3f(t – 2), where 8(t-3) is the input. The system impulse response is: Select one: O h(t) = 35(t – 1) O h(t) = 3f(t – 1) O h(t) = 3f(t+ 1) O h(t) = 3u(t + 1) Consider the Fourier series for the periodic function: a(t) = sin(4t) + cos(8t) + 7+ cos(16t) The fu

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O The derivative of the signal
The output of a system is y(t) = 3f(t – 2). where 8(t-3) is the input. The system impulse response is:
Select one:
O h(t) = 36(t – 1)
O h(t) = 3f(t – 1)
O h(t) = 3f(t+ 1)
O h(t) = 3u(t + 1)
Consider the Fourier series for the periodic function:
a(t) = sin(4t) + cos(8t) + 7+ cos(16t)
The fundamental frequency of the first harmonic wo is:
Transcribed Image Text:O The derivative of the signal The output of a system is y(t) = 3f(t – 2). where 8(t-3) is the input. The system impulse response is: Select one: O h(t) = 36(t – 1) O h(t) = 3f(t – 1) O h(t) = 3f(t+ 1) O h(t) = 3u(t + 1) Consider the Fourier series for the periodic function: a(t) = sin(4t) + cos(8t) + 7+ cos(16t) The fundamental frequency of the first harmonic wo is:
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