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Imagine a modern economy as a complex machine. If the production of goods and services (Unit 2 and 3) represents the gears and pistons of this machine, then the Financial Sector is the oil that ensures everything moves smoothly. Without a way to channel funds from those who save to those who need to borrow for investment, the engine of economic growth would seize up.
In this chapter, we transition from the "real" economy (where we track actual physical output) to the "nominal" or "monetary" economy. We will explore what money actually is—spoiler: it’s not just the paper in your wallet—and how the banking system literally "creates" money out of thin air through the process of lending. We will analyze the crucial role of the Central Bank (the Federal Reserve in the U.S.) in managing the money supply to combat inflation and recession. Finally, we will look at the markets where interest rates are determined, bridging the gap between the financial sector and the aggregate demand of the entire nation. By the end of this unit, you will understand how a single decision by a group of economists in Washington D.C. can influence the price of your future car loan or the success of a local business.
Financial assets allow for the transfer of funds from surplus units (savers) to deficit units (borrowers).
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The relationship between nominal rates, real rates, and inflation is captured by the Fisher Equation:
$$ i = r + \pi^e $$
Where:
Ex-post Calculation: After the loan period ends, we calculate the actual real interest rate using actual inflation ($\pi$):
$$ r = i - \pi $$
To be considered money, an asset must perform three functions:
The Monetary Base ($MB$ or $M0$): This is the "high-powered money."
$$ MB = \text{Currency in Circulation} + \text{Bank Reserves} $$
Note that $M1$ includes currency and checking deposits, but not bank reserves.
Banks create money by making loans.
Banks use T-Accounts to track their assets and liabilities.
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{ "type": "label", "x": 365, "y": 85, "text": "LIABILITIES", "bold": true, "size": 16 },
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{ "type": "label", "x": 270, "y": 130, "text": "Demand Deposits: $1,000", "size": 14, "color": "#1e293b" },
{ "type": "label", "x": 270, "y": 160, "text": "Owner's Equity: $0", "size": 14, "color": "#1e293b" },
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This market determines the nominal interest rate.
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(Note: MS is conceptually a vertical line at the quantity set by the Fed, shown here at $300 billion.)
The Central Bank uses two main frameworks depending on the level of reserves in the banking system:
A. Limited Reserves (Traditional): The Fed shifts the $M_S$ curve using:
B. Ample Reserves (Modern): Used when the system is flooded with reserves. $M_S$ intersects $M_D$ at its horizontal section.
The Transmission Mechanism:
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This market determines the real interest rate ($r$). It represents the interaction between those who want to save (Supply) and those who want to borrow for investment (Demand).
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1. Bond Price Calculation: A bond pays a fixed $$50$ per year. If the market interest rate is $5%$, the bond is worth $$1,000$. If the interest rate rises to $10%$, the bond's price falls to $$500$ ($Price = \frac{50}{0.10}$).
2. Real Interest Rate (Ex-ante): A bank lends $$1,000$ at a $7%$ nominal rate, expecting $3%$ inflation. The expected real rate is $r = 7% - 3% = 4%$.
3. Real Interest Rate (Ex-post): If actual inflation turns out to be $5%$, the actual real interest rate realized by the bank is $r = 7% - 5% = 2%$. The borrower benefited.
4. M1 vs. M2 Identification: A $$100$ bill in a wallet is $M1$. A $$1,000$ balance in a savings account is $M2$ (but not $M1$). A $$500$ checking account balance is both $M1$ and $M2$.
5. Functions of Money (Scenario): You see a price tag of $$20$ on a shirt. This is the Unit of Account function.
6. Functions of Money (Scenario): You pay for the shirt with a debit card. This is the Medium of Exchange function.
7. Reserve Requirement Calculation: A bank receives a $$10,000$ cash deposit. If the reserve requirement is $10%$, the bank must keep $$1,000$ in required reserves and has $$9,000$ in excess reserves.
8. Simple Money Multiplier: If the reserve requirement is $20%$, the multiplier is $m = \frac{1}{0.20} = 5$.
9. Maximum Money Creation: If a bank starts with $$5,000$ in new excess reserves and the $rr$ is $0.1$, the maximum increase in the money supply is $$5,000 \times 10 = $50,000$.
10. Total Change in M1 vs. Change in Loans: If a person deposits $$1,000$ cash (already in $M1$) into a bank with $rr = 0.1$, the new loans created are $$900 \times 10 = $9,000$. The total $M1$ increases by $$9,000$ because the original $$1,000$ changed from currency to a deposit (no net change in $M1$ for that step).
11. Monetary Base vs. Money Supply: If the Fed buys $$1$ million in bonds from a bank, the Monetary Base ($MB$) increases immediately by $$1$ million. The Money Supply ($M1$) will eventually increase by a multiple of that.
12. Open Market Purchase (Expansionary): The Fed buys bonds $\rightarrow$ Bank reserves increase $\rightarrow$ Banks lend more $\rightarrow$ $M_S$ shifts right $\rightarrow$ Nominal interest rates fall.
13. Open Market Sale (Contractionary): The Fed sells bonds $\rightarrow$ Bank reserves decrease $\rightarrow$ Banks lend less $\rightarrow$ $M_S$ shifts left $\rightarrow$ Nominal interest rates rise.
14. Money Market - Price Level Shift: If the general price level in the economy rises, people need more money for daily transactions. $M_D$ shifts right, increasing the nominal interest rate.
15. Money Market - Income Shift: If Real GDP increases, households earn more and want to spend more. $M_D$ shifts right, increasing the nominal interest rate.
16. Discount Rate Impact: The Fed lowers the discount rate from $4%$ to $3%$. Commercial banks borrow more from the Fed, increasing reserves and the money supply.
17. Federal Funds Rate Target: If the Fed wants to lower the Federal Funds Rate, it will perform an Open Market Purchase to increase the supply of reserves.
18. Loanable Funds - Household Savings: If households decide to save more for retirement, $S_{LF}$ shifts right. This lowers the real interest rate and increases the equilibrium quantity of loanable funds.
19. Loanable Funds - Business Optimism: If firms become optimistic about the future, they increase investment demand. $D_{LF}$ shifts right, raising the real interest rate.
20. Crowding Out (Deficit Spending): The government increases spending without raising taxes. It borrows in the $LF$ market. $D_{LF}$ shifts right $\rightarrow$ $r \uparrow$ $\rightarrow$ Private Investment ($I$) $\downarrow$.
21. Capital Inflows (Open Economy): Foreigners decide to invest more in U.S. assets. This increases the $S_{LF}$ (Supply of Loanable Funds), lowering the real interest rate.
22. T-Account Balance Sheet:
| Assets | Liabilities |
|---|---|
| Reserves: $$200$ | Deposits: $$1,000$ |
| Loans: $$800$ | Equity: $$0$ |
| If $rr = 10%$, required reserves are $$100$. Excess reserves are $$100$. The bank can lend an additional $$100$. |
23. T-Account (Deposit effect): A customer withdraws $$100$. Deposits fall to $$900$. Reserves fall to $$100$. If $rr = 10%$, required reserves are now $$ 90$. The bank's excess reserves are now only $$10$.
24. Net Worth Calculation: A bank has $$10M$ in reserves, $$50M$ in loans, and $$55M$ in deposits. Net Worth (Equity) = Assets - Liabilities = $(10+50) - 55 = $5M$.
25. Expansionary Monetary Policy and AD: The Fed buys bonds. $M_S \uparrow \rightarrow i \downarrow \rightarrow I \uparrow \rightarrow AD \uparrow$. This is used to close a recessionary gap.
26. Contractionary Monetary Policy and Inflation: The Fed sells bonds. $M_S \downarrow \rightarrow i \uparrow \rightarrow I \downarrow \rightarrow AD \downarrow$. This is used to slow down an overheating economy (inflationary gap).
27. Interest on Reserves (IOR) in Ample Reserves: The Fed wants to raise interest rates but the system has trillions in excess reserves. The Fed increases the IOR. Banks are now unwilling to lend to the public for less than what the Fed pays them. Market rates rise.
28. Real Interest Rate and Investment: If the real interest rate is $10%$ and a project's expected rate of return is $8%$, the firm will not invest. If $r$ falls to $5%$, the firm will invest.
29. Money Demand - Technology: The widespread use of mobile payment apps (like Apple Pay) reduces the need to hold cash. $M_D$ shifts left, lowering nominal interest rates.
30. Effect of Tax Credits on LF: The government offers an "Investment Tax Credit." Firms want to buy more machinery. $D_{LF}$ shifts right, $r$ increases.
31. The "Broken" Multiplier: If the $rr$ is $10%$ but banks are scared of a recession and keep $20%$ in excess reserves, the effective multiplier is much lower than $10$.
32. Nominal Rate Floor: If the nominal interest rate is $0%$, the Fed cannot easily lower it further using traditional OMO. This is known as the "Zero Lower Bound."
33. Transfer of Wealth: Unexpected inflation is $10%$, but the loan was set at $5%$ nominal interest. The lender loses $5%$ in real terms ($r = 5 - 10 = -5%$). Wealth is transferred from the lender to the borrower.
34. Money Supply Definition (Credit Cards): Why aren't credit cards in M1? Because credit cards are a liability (a loan), not an asset that you own. The "money" is the payment made by the bank on your behalf.
35. National Savings Equation: In a closed economy, $S_{National} = (Y - T - C) + (T - G)$. If $G > T$ (budget deficit), Public Savings is negative, which reduces the total $S_{LF}$ available for private investment.
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