To simplify this expression, we can break it down into parts:
4*4^-n = 4*(1/4)^n = 4*(1/4^n) = 4/4^n = 4^n/4^n = 1
Thus, the expression becomes:
1*2^(2n-2) = 2^(2n-2)
Therefore, the final simplified expression is 2^(2n-2).
4*4^-n*2^[2n-2]
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