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Suppose Equilibrium in a financial market:
M/P = YL(i)
a. What is an expression for Y in terms of i (i.e. Y = ....)
b. Suppose the central bank holds the money supply constant. Using part a's answer, derive dy/di. What's the sign? How does it relate to the slope of LM curve derived in class? (hint: if y=1/f(x), then y'= -f'/f(x)^2)
Now suppose that equilibirum in financial markets is:
M/P = Y (.25 - i)
c. Derive an expression for Y in terms of i (i.e. Y = ...)
d. Suppose the central bank holds the real money and supply constant. using part c's answer, derive dy/di. whats the sign? if there is a small increase in i, by how much does output need to increase to maintain equilibrium in financial market?
This question is for somebody that know the "Sugar Bowl Case" from the hardvard business school, if not its attached to this file.
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