Consider the model we discussed in class without checkable deposits characterized by money supply and money demand (M) represented in the following forms: MM, M = SY L(1) Suppose the linear functional form of the liquidity demand equation: L(1)=2.4-31 Question 1.A. Write down the equilibrium condition in this financial market. Solve for the equilibrium interest rate mathematically and depict it graphically, taking the zero lower bound into account.
Consider the model we discussed in class without checkable deposits characterized by money supply and money demand (M) represented in the following forms: MM, M = SY L(1) Suppose the linear functional form of the liquidity demand equation: L(1)=2.4-31 Question 1.A. Write down the equilibrium condition in this financial market. Solve for the equilibrium interest rate mathematically and depict it graphically, taking the zero lower bound into account.
Chapter1: Making Economics Decisions
Section: Chapter Questions
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![Consider the model we discussed in class without checkable deposits characterized by money supply (M")
and money demand (M4) represented in the following forms:
M = M, M = SYL(1)
Suppose the linear functional form of the liquidity demand equation:
L(1)=2.4-3i
Question 1.A
Write down the equilibrium condition in this financial market. Solve for the equilibrium interest rate
mathematically and depict it graphically, taking the zero lower bound into account.
Question 1.B
Often, since central banks are unsure of the exact money supply in the economy, instead of choosing
one specific money supply, they target a range (an upper and lower bound). Suppose the central bank is
targeting an interest rate between 14 = 0.1 and ip = 0.2 (also known as 10% and 20%). What range of
money supply would guarantee these interest rates? Denote these as MA and Mp. Let SY 1. Depict this
graphically.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd7d2fd5a-0482-43bc-a349-22743a063346%2F55eda3cf-daca-4b05-b4b7-eb0bdbd24935%2F17n5jwr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider the model we discussed in class without checkable deposits characterized by money supply (M")
and money demand (M4) represented in the following forms:
M = M, M = SYL(1)
Suppose the linear functional form of the liquidity demand equation:
L(1)=2.4-3i
Question 1.A
Write down the equilibrium condition in this financial market. Solve for the equilibrium interest rate
mathematically and depict it graphically, taking the zero lower bound into account.
Question 1.B
Often, since central banks are unsure of the exact money supply in the economy, instead of choosing
one specific money supply, they target a range (an upper and lower bound). Suppose the central bank is
targeting an interest rate between 14 = 0.1 and ip = 0.2 (also known as 10% and 20%). What range of
money supply would guarantee these interest rates? Denote these as MA and Mp. Let SY 1. Depict this
graphically.
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