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Suppose that the demand for real money balances is (M / P)d = 5Y − 20r. If the point (Y = 100, r = 5) is on the LM curve, and Y = 110, then the value of r that produces money market equilibrium is:2.5.5.7.5.10.

Question

Suppose that the demand for real money balances is (M / P)d = 5Y − 20r. If the point (Y = 100, r = 5) is on the LM curve, and Y = 110, then the value of r that produces money market equilibrium is:2.5.5.7.5.10.

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Solution

To find the value of r that produces money market equilibrium, we need to substitute Y = 110 into the demand for real money balances equation and solve for r.

The equation is (M / P)d = 5Y - 20r.

Substituting Y = 110, we get:

(M / P)d = 5*110 - 20r

This simplifies to:

(M / P)d = 550 - 20r

To solve for r, we rearrange the equation:

20r = 550 - (M / P)d

Then, divide both sides by 20:

r = (550 - (M / P)d) / 20

Without the values of M and P, we cannot calculate the exact value of r. However, we know that it will be a value that brings the money market into equilibrium.

This problem has been solved

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