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Fractional Reserve Banking



How Banks “Create” Money

BANKS & MONEY SUPPLY



• Banks directly influence the quantity of demand

deposits in the economy & the money supply

Fractional Reserve Banking



• Reserves- deposits of banks not loaned out

– Required reserves- can not be lent

– Excess reserves- can be lent





• Fractional-reserve banking- system where banks hold only a

fraction of deposits & lend out the rest

– this system allows banks to “create money” (i.e. expand money supply)





• Reserve Ratio - % of deposits banks must hold as required reserves

Reserve Ratio = required reserves / total reserves



10% = $10,000 / $100,000

Bank Balance Sheet

• Called a T-Account Example:

• Deposits are recorded as both: – $100 Deposit

Assets & Liabilities – 100% Reserve Ratio



Assets Liabilities

Bank can not lend

Required Reserves $100 Deposits $100 money with 100% r.r.

Excess Reserves $0





Total Assets Total Liabilities

Leads to no

$100 $100 change in Money Supply

How Money is created

• When one bank loans money => the money is generally

deposited into another bank



• This creates more banking reserves which can be lent



• One initial deposit of $100 will flow through the banking

system multiple times

Bank Balance Sheet

Example:

– $100 Deposit

Excess Reserves can

– 10% Reserve Ratio be lent out by bank







Assets Liabilities



Required Reserves $10 Deposits $100

Excess Reserves

Loans $90 This new loan will

lead to money

creation

Total Assets Total Liabilities



$100 $100

Money being created!

Increase in Deposits = $190.00!



First National Bank Second National Bank

Assets Liabilities Assets Liabilities



Reserves Deposits Reserves Deposits

$10.00 $100.00 $9.00 $90.00



Loans Loans

$90.00 $81.00



Total Assets Total Liabilities Total Assets Total Liabilities

$100.00 $100.00 $90.00 $90.00

The Money Multiplier

• Determines the amount of money the banking system

generates with each dollar of new reserves



• Money Multiplier = the reciprocal of the reserve ratio:

M = 1/R

• Example:

– With a reserve requirement, R = 20% (.20)

– The money multiplier is: 1/.20 = 5

Money Multiplier in Action

Original deposit = $100.00, Reserve Ratio of 10%

• 1st Natl. Lending = 90.00 (=.9 x $100.00)

• 2nd Natl. Lending = 81.00 (=.9 x $ 90.00)

• 3rd Natl. Lending = 72.90 (=.9 x $ 81.00)

• … and on until there are just pennies left to lend! X Deposit

Multiplier

10 x 100 = $1,000



• Total reserves increased by this $100 deposit:

• Total MONEY SUPPLY (M1) by this $100 deposit



Multiplier X Excess Reserves

$90 x 10 = $900

Worksheet

• $1,000 Deposit

Multiplier ∆ in Reserves ∆ in Money Supply

10% Reserve Requirement



20% Reserve Requirement



50% Reserve Requirement

Money not Wealth

• An increase in money supply does not lead to

more wealth







Wealth

MS Unchanged

Friedrich

Hayek







Economist from School of Austrian Economics



Friedrich Hayek

Believed in:

1899 - 1992

• Free Markets,

• Limited central bank action

• artificially low interest rates lead to Malinvestment

Hayek vs. Keynes Rap

• http://econstories.tv/2010/06/22/fear-the-

boom-and-bust/



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