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CHAPTER 16
The Money Supply Process
419
Taking the change in both sides of this equation and using delta to indicate a
change gives
*D
1
r
*R
which is the same formula for deposit creation found in Equation 1.
This derivation provides us with another way of looking at the multiple creation
of deposits, because it forces us to look directly at the banking system as a whole
rather than one bank at a time. For the banking system as a whole, deposit creation
(or contraction) will stop only when all excess reserves in the banking system are
gone; that is, the banking system will be in equilibrium when the total amount
of desired reserves equals the total amount of reserves, as seen in the equation
DR R. When r D is substituted for DR, the resulting equation R r
D tells
us how high chequable deposits will have to be in order for desired reserves to
equal total reserves. Accordingly, a given level of reserves in the banking system
determines the level of chequable deposits when the banking system is in equilibrium (when excess reserves, ER, equal 0); put another way, the given level of
reserves supports a given level of chequable deposits.
In our example, the desired reserve ratio is 10%. If reserves increase by $100,
chequable deposits must rise to $1000 in order for total desired reserves also to
increase by $100. If the increase in chequable deposits is less than this, say $900,