Chapter 10: Problem 10
Show that, if the demand for money \(M_{d}\) is a function of the national income \(Y=Y(t)\) and the interest rate \(i=i(t),\) the rate of growth of \(M_{d}\) can be expressed as a weighted sum of \(r_{y}\) and \(r_{i}\) $$r_{M d}=\varepsilon_{M d} y r_{y}+\(\varepsilon_{M_{d}} i f_{i}$$$ where the weights are the elasticities of \)M_{d}\( with respect to \)Y\( and \)i$, respectively.
Short Answer
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Key Concepts
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