Find the time average power for the signal below x(t)= y(t-2n) y= Σ n = -∞ 1 |t|>2 -|2t| |t|<2

Q: For the frequency response Hjw) = 1 / (jw + 1)(jw + 2), find the group delay T(w) and determine…

A: Given Data: A frequency response of, Hjω=1jω+1jω+2 To Find: Group delay Checking for Linear or…

Q: If the fundamental time period of the signal, x(t), given below is 100ms, its first harmonic…

A: nth  harmonic component of frequency is nfo. fo = 1/To  To = fundamental time period of the signal…

Q: Find the period of the DT signal : x(n) = sin(4n/3) + 2 cos(5n) + sin(5n/6)

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Q: Find out the power content of the continuous signal x(t)=4cos(52t)

A: For any continuous-time signal x(t), the power content of the signal can be computed using the…

Q: An FIR filter has coefficients bk = {1.0, 1.0, 1.0, 1.0). What is the maximum magnitude of the…

A: The coefficients of an FIR filter are given by⇒bk={1.0↑,1.0,1.0,1.0} ;We need to determine the…

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A: Explanation:Step 1: Determine the equation representing the shape signal. Let's assume we have a…

Q: S₂ (t) 1 0.5 1x 10-3 2 x 10-3 0 Figure 1: Time domain plot of S2. This will be used as the input to…

A: Given Data:A continuous-time signal of,Here the time duration is,To Find:The FS coefficients.

Q: When the bandwidth of x(t) is N , find the bandwidth of x(t).

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Q: Consider a circuit described by a frequency response represented by the red dotted line in the…

A: We need to find out output for given input .

Q: Q/Find inverse Fourier Transform X(w) = 2a al a² + w²

A: Given:we need to find:Inverse fourier transform of .

Q: Ye(t) = r(t)=u(1) LPF u(t) =A,m(t) cos (WerAw)t Low Pass Filter cos (we) t what would be y(t) if the…

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Q: Let x(t) be a signal with Nyquist rate wo. Determine the Nyquist rate for each of the following…

A: Nyquist rate - The Nyquist sampling rate is the theoretical lowest sampling rate at which a signal…

Fourier Series

Most of the incidents studied in the field of Engineering and Science as a function of time. For example, current and voltage are in the alternating current circuit. These occasional activities can be analyzed in the activity components (fundamental frequency and harmonics) through a process called Fourier analysis.