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(Solved): The sigal x(t)=\sum_(x=\pi )^(\infty ) (2)/(\pi )e^(j13t) is applied as an input to a system with tr ...
The sigal
x(t)=\sum_(x=\pi )^(\infty ) (2)/(\pi )e^(j13t)is applied as an input to a system with transfer function
H(\omega )=(2\omega )/(2 j\omega )a) Find the fundmental frequency (first hormonic) b) Find the cutput
y(t)in a compact trigonometric format. c) Find the power of the DC and first harmonic of the output
y(t)