Assume that money demand takes the following form:- PM​=y[1−(γ+πe)] where y=1,000 and r=0.1 (a) Assume that, in the shor

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Assume that money demand takes the following form:- PM​=y[1−(γ+πe)] where y=1,000 and r=0.1 (a) Assume that, in the shor

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Assume that money demand takes the following form:- PM​=y[1−(γ+πe)] where y=1,000 and r=0.1 (a) Assume that, in the short eun, πe is constent and equel to 25%. Colculate the amount of seignorage if the rate of money grouth, ΔM/M, equals: - (i) 25% (ii) 50% (iii) 75% (b) In the meduim run, πe=π=ΔM/M. Compute the amount of signorage associated with the three rates of money growth in part (a). Gxplain why the ansuero differ from those in (a),
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