In AP Macro, a bank balance sheet is a snapshot of a bank's assets (reserves and loans), liabilities (mostly demand deposits), and equity, and you use it to track how excess reserves let the banking system expand the money supply through fractional reserve banking.
A bank balance sheet is a financial statement that lists what a bank owns, what it owes, and what's left over for its owners at one moment in time. The big rule: assets always equal liabilities plus equity. On the asset side you'll see the bank's reserves (cash it holds plus deposits at the central bank) and its loans. On the liability side, the main entry is demand deposits, the money customers can pull out anytime. Whatever's left after subtracting liabilities from assets is equity (EK POL-2.A.1).
Banks run on fractional reserve banking, meaning they only keep a fraction of deposits on hand and lend the rest out (EK POL-2.A.2). Those reserves split into two buckets: required reserves (the slice the reserve requirement forces them to hold) and excess reserves (everything above that) (EK POL-2.A.3). Excess reserves are the fuel. When a bank loans them out, that loan becomes a new deposit somewhere else, which creates new excess reserves, which gets loaned again. That chain is how the banking system multiplies money (EK POL-2.A.4).
Bank balance sheets live in Unit 4 (Financial Sector), Topic 4.4, and they're the tool behind learning objectives 4.4.A, 4.4.B, and 4.4.C. The whole point is to show, on paper, how a single deposit ripples through the banking system to expand the money supply. Once you can read a T-account, the money multiplier stops being an abstract formula and becomes something you can literally watch happen line by line. EK POL-2.A.5 defines the money multiplier as the ratio of the money supply to the monetary base, and EK POL-2.A.6 ties the size of money expansion directly to that multiplier. The balance sheet is where all of that becomes visible.
Keep studying AP Macroeconomics Unit 4
Excess Reserves and the Money Multiplier (Unit 4)
Excess reserves are the one number on the balance sheet that drives everything else. The max new money the system can create equals excess reserves times the money multiplier (1 divided by the reserve requirement), so reading that line tells you the ceiling on monetary expansion.
Reserve Requirement and Monetary Policy (Unit 4)
The reserve requirement decides how reserves split between required and excess on the balance sheet. When the central bank changes it, it's basically reshuffling those two buckets, which is why the balance sheet is the staging ground for monetary policy in Unit 4.
Money Supply and the Loanable Funds Market (Unit 4)
Every new loan a bank makes shows up as both an asset and a new demand deposit, and demand deposits are part of the money supply. So the balance sheet is the bridge between one bank's bookkeeping and the economy-wide quantity of money you graph later.
Expect to be handed a T-account or a short table and asked to do something with it. Typical moves: identify required versus excess reserves, calculate the money multiplier from the reserve requirement, and find the maximum change in the money supply from a fresh deposit or open market operation. One practice-style question gives a 10% reserve requirement (theoretical multiplier of 10) but tells you the money supply only grew by a factor of 6, then asks why. The answer is leakages, banks holding excess reserves or people holding cash instead of depositing it, so the real-world multiplier comes in below the theoretical max. On free response, you'll often be asked to show the change on a balance sheet and then trace it through to the money supply, so practice both the arithmetic and the reasoning behind it.
Both sit inside the reserves line on the asset side, but they do opposite jobs. Required reserves are locked up by the reserve requirement and cannot be lent. Excess reserves are free to loan out, and only those drive money creation. Mixing them up wrecks your money multiplier calculation, since the multiplier applies to excess reserves, not total reserves.
A bank balance sheet always balances: assets (reserves plus loans) equal liabilities (mostly demand deposits) plus equity.
Reserves split into required reserves (forced by the reserve requirement) and excess reserves (the part banks can lend), and only excess reserves expand the money supply.
The money multiplier equals 1 divided by the reserve requirement, and the max new money equals excess reserves times that multiplier.
Fractional reserve banking is why one deposit can create much more money than its original size as loans become new deposits down the chain.
The actual money expansion is usually smaller than the theoretical max because of leakages like cash holdings and banks keeping extra excess reserves.
It's a snapshot of a bank's assets (reserves and loans), liabilities (mostly demand deposits), and equity at one point in time. In AP Macro you use it to track how excess reserves let the banking system create money under fractional reserve banking.
Not exactly. Banks don't print money, but they do expand the money supply by lending out excess reserves, which become new deposits that can be lent again. The balance sheet just shows this process loan by loan, and the reserve requirement caps how far it can go.
Required reserves are the portion the reserve requirement forces a bank to hold, so they can't be loaned out. Excess reserves are everything above that, and those are what banks lend to create new money. The money multiplier applies to excess reserves, not total reserves.
Find the excess reserves, then multiply by the money multiplier, which is 1 divided by the reserve requirement. For example, with $1,000 in excess reserves and a 10% reserve requirement, the max money expansion is $1,000 times 10, or $10,000.
Because of leakages. If people hold cash instead of depositing it, or banks sit on extra excess reserves instead of lending, fewer dollars get re-lent. That's why a 10% reserve requirement (theoretical multiplier of 10) might produce real growth of only a factor of 6.
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