Question: If a simple N-span moving average is applied to a time series that has a linear trend, say, y, = Bo + Bit +

If a simple N-span moving average is applied to a time series that has a linear trend, say, y = Bo + Bt+E,1

If a simple N-span moving average is applied to a time series that has a linear trend, say, y, = Bo + Bit + E,1 will lag behind the observations. Assume that the observations are uncorrelated and have constant variance. Show that at time T the expected value of the moving average is N-1 E(M) =B + BT - N=. - 2

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