M-file to Generate One Sinusoid Write a function that will generate a single sinusoid, x(t) = A cos(2π ft + d), by using four input arguments: frequency (f), complex amplitude (X = A e), duration (dur) and starting time (tstart). The function should return two output vectors: the values of the sinusoidal signal (x) and corresponding times (t) at which the sinusoid values are known. Make sure that the function generates exactly 32 values of the sinusoid per period. Call this function onecos (). Hint: use goodcos () from the Warm-Up as a starting point.
M-file to Generate One Sinusoid Write a function that will generate a single sinusoid, x(t) = A cos(2π ft + d), by using four input arguments: frequency (f), complex amplitude (X = A e), duration (dur) and starting time (tstart). The function should return two output vectors: the values of the sinusoidal signal (x) and corresponding times (t) at which the sinusoid values are known. Make sure that the function generates exactly 32 values of the sinusoid per period. Call this function onecos (). Hint: use goodcos () from the Warm-Up as a starting point.
Computer Networking: A Top-Down Approach (7th Edition)
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![M-file to Generate One Sinusoid
Write a function that will generate a single sinusoid, x(t) = A cos(2π ft + d), by using four input arguments:
frequency (f), complex amplitude (X= A e), duration (dur) and starting time (tstart). The function
should return two output vectors: the values of the sinusoidal signal (x) and corresponding times (t) at
which the sinusoid values are known. Make sure that the function generates exactly 32 values of the
sinusoid per period. Call this function onecos (). Hint: use goodcos () from the Warm-Up as a starting
point.
Plot the result from the following call to test your function.
[xx0, tt0] = onecos ([2], [5*exp(j*pi/4)], 2, -1);
(freq in Hz)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8b5d3f26-cda5-43e5-8223-bfa02258241c%2F5d0ce32b-2067-47b3-bfb9-55f376c27b8b%2Ftnsuvac_processed.png&w=3840&q=75)
Transcribed Image Text:M-file to Generate One Sinusoid
Write a function that will generate a single sinusoid, x(t) = A cos(2π ft + d), by using four input arguments:
frequency (f), complex amplitude (X= A e), duration (dur) and starting time (tstart). The function
should return two output vectors: the values of the sinusoidal signal (x) and corresponding times (t) at
which the sinusoid values are known. Make sure that the function generates exactly 32 values of the
sinusoid per period. Call this function onecos (). Hint: use goodcos () from the Warm-Up as a starting
point.
Plot the result from the following call to test your function.
[xx0, tt0] = onecos ([2], [5*exp(j*pi/4)], 2, -1);
(freq in Hz)
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