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Reserve Requirement

A reserve requirement is the share of customer deposits that a bank must hold as cash or as a balance at the central bank rather than lending out. It exists to make sure banks can meet everyday withdrawals and, historically, to give the central bank a lever over how much credit flows through the economy.

Many central banks now set the requirement at or near zero and rely on other tools instead.

What it means

Banks operate on a fractional reserve model, meaning they keep only a portion of deposits on hand and lend the rest. That is what allows a bank to pay interest on deposits at all, but it also means no bank could survive every depositor asking for their money at once.

The reserve requirement puts a floor under how thin that cushion can get. The requirement also had a monetary policy purpose.

Raising the ratio forces banks to hold more idle cash and lend less, which slows credit growth, while lowering it does the opposite. Textbooks describe this through the money multiplier, the idea that a given amount of reserves can support a much larger stock of deposits.

Reality has moved on from the textbook. Central banks now operate with large quantities of excess reserves in the system, so the multiplier no longer binds, and policy is steered through interest rates paid on reserves rather than through quantity limits.

The United States Federal Reserve cut its reserve requirement ratio to zero in March 2020 and has left it there. What actually constrains banks today are capital and liquidity rules.

Capital adequacy requirements dictate how much shareholder money must sit behind the loan book, and liquidity rules such as the liquidity coverage ratio require enough high quality liquid assets to survive a 30 day stress. These are far more binding than any reserve ratio.

For a business borrower, the practical relevance is indirect but real. Anything that raises the cost or constrains the volume of bank lending eventually shows up as tighter credit conditions, higher margins on loans and slower decisions on facilities.

In practice

Real-world examples.

1

Example

A central bank in an economy facing rapid credit growth raises the reserve ratio from 8% to 12%. Banks must park an additional 4% of their deposit base with the central bank, tightening lending capacity without any change to the headline interest rate.

2

Example

A commercial bank projects deposit outflows around a quarter end and finds its reserve balance would dip below the required level. It borrows overnight from another bank with surplus reserves, paying the interbank rate for a single night to stay compliant.

3

Example

A treasurer at a manufacturing group notices her bank has become slower to approve facility increases after a regulatory tightening. The constraint is not the reserve ratio but the capital the bank must hold against corporate lending, which has the same practical effect on her access to credit.

Think of it

Reserve requirement is how much deposit money banks must keep-not lend out.

Formula

Calculation

Required reserves = reservable deposits x reserve ratio Money multiplier = 1 / reserve ratio A commercial bank holds $500,000,000 of customer deposits in a system where the reserve ratio is 10%. Required reserves = $500,000,000 x 0.10 = $50,000,000, which must sit as cash or as a balance at the central bank. That leaves $500,000,000 - $50,000,000 = $450,000,000 available to lend. Across the whole banking system, the money multiplier is 1 / 0.10 = 10, so $50,000,000 of newly created reserves could in theory support $50,000,000 x 10 = $500,000,000 of deposits as the money is lent, redeposited and lent again. If the central bank cut the ratio to 5%, required reserves on the same deposits would fall to $500,000,000 x 0.05 = $25,000,000, freeing an extra $25,000,000 for lending at this single bank alone. In practice the multiplier is a ceiling rather than a forecast, because banks lend only when they find creditworthy borrowers.

Case study

Seen in the real world.

This is a fictional and illustrative example. Anvil Ridge Bank, an invented mid sized commercial bank in a hypothetical economy, operated under a 10% reserve requirement and held $2,000,000,000 of deposits, obliging it to keep $200,000,000 with the central bank earning almost nothing.

When the illustrative central bank cut the ratio to 4% to support lending during a downturn, Anvil Ridge's required reserves fell to $2,000,000,000 x 0.04 = $80,000,000, releasing $120,000,000. The board's first assumption was that the whole amount could be lent out immediately.

The fictional reality proved more restrained. The bank's own capital rules limited how much new lending its equity could support, and loan demand from creditworthy borrowers was weak during the downturn anyway, so most of the released cash went into government bonds. The illustrative lesson was that reserve requirements set a boundary on lending but never create the demand that fills it.

Watch out

Common mistakes.

  • Believing the reserve requirement is still the main tool of monetary policy, when interest rates and capital rules do the heavy lifting in modern systems.
  • Treating the money multiplier as a prediction of how much lending will occur, rather than as a theoretical maximum that depends on borrower demand.
  • Confusing reserves held at the central bank with regulatory capital, when one is a liquid asset and the other is the shareholder funding behind the loan book.

Questions

People also ask.

Does a zero reserve requirement mean banks hold no cash?

No, banks hold substantial reserves voluntarily for settlement and liquidity, and separate liquidity rules oblige them to hold high quality liquid assets.

Do reserves earn interest?

In many systems yes, and the rate paid on reserves has become a central instrument for steering short term market interest rates.

Does the reserve requirement protect depositors from a bank failing?

Only marginally, since deposit insurance schemes and capital adequacy rules provide far more meaningful protection.

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Last updated · September 5, 2026
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