A moving average function is given by y (t) = \frac{1}{T}\int ↙\stackrel{t}{t−T}⁡u (\tau ) d\tau. If the input u is a sinusoidal signal of frequency \frac{1}{2T}Hz, then in steady state, the output will lag u (in degree) by

GATE Electrical Engineering (EE) 2015 Shift 1 Solved Paper

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A moving average function is given by

y (t) = \;{1}/{T}∫ ↙{t−T}↖{t}⁡u (τ ) dτ

. If the input u is a sinusoidal signal of frequency

\;{1}/{2T}Hz

, then in steady state, the output will lag u (in degree) by

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