Given signal V(t)=cos(1000*pi*t-pi/6) volts
Periodic signal: any signal repeats it's shape over a certain time is known as periodic signal. I.e, V(t+T)=v(t). 'T' is the period. T=wo/2*pi.
wo= angular frequency in rad/sec
Given signal is compared with cos(wo*t-pi/6),
Therefore, wo=1000*pi
T=1000*pi/(2*pi)
T=500 seconds
Therefore, Period of the given signal is 500 secs
Question 16 (1 point) 1. Determine the period of the signal with units. V(t) = 80...
Consider the sawtooth signal y(t) whose period
is {T} microseconds. Within each period, the signal rises from 0
volts to 3.5 volts.
This signal has a Polar Fourier Series
What is the value of C0? Answer will be in
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Ey(t) = o Ce cos(kwot+0k), where we = 25*10
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1. For signal v(t) = 1 + 2 8(t-3n), determine (a) (8%) drawing of v(t); (b) (7%) period; (c) (10%) Fourier series form III; (d) (5%) power spectral density function; (e) (5%) autocorrelation function; (f) (5%) total power; (g) (5%) total energy. vle)- t2t Sce- (a) vl)
The
signal spectra at point (a) is given to you in the figure (b)
below. Determine the signal spectra at point (b), and indicate the
frequency bands occupied by these spectra.
M(w) m(t) m(t)cos(w.t) -2B 0 2tB cos (w(1)
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