Consider that there is only one bank and its balance sheet is as follows Use it to answer the next questions.
Assets |
Liabilities |
||
Reserves |
$26,000 |
Demand Deposits |
$160,000 |
Loans |
$134,000 |
Let rrD = 10%, e= 5% and c=10%.
1- What is the value of this bank’s undesired excess reserves?
a. +$13,000
b. +$5,000
c. +$2,000
d. -$4,000
e. -$15,000
2- What is the value of the money multiplier for this problem?
a. 10
b. 5.5
c. 5.0
d. 4.4
e. 4.0
3- At the outset of this problem, what is the level of the money supply (M1)?
a. $125,000
b. $160,000
c. $176,000
d. $242,000
e. $320,000
4- In order to reach a final equilibrium, the money supply will have to change by:
a. +$2,000
b. +$8,800
c. +$26,000
d. +$71,500
e. -$71,500
5- At the final equilibrium, the value of the undesired excess reserves will be:
a. +$2,000
b. +$1,000
c. -$2,000
d. -$8,000
e. None of the above.
1) Ans - c) +$2,000
Required Reserves = Rd * Deposits = 10% of Deposits = 10% of $160,000 = $16,000
Excess Reserves = e * Deposits = 5% of $160,000 = $8,000
Thus, Excess Reserves = $26,000 - $16,0000 - $8,000 = $10,000
2) Ans - d) 4.4
Money Multiplier = (1+c)/(e+c+Rd) = (1+0.1)/(0.05+0.1+0.1) = 1.1/0.25 = 4.4
3) Ans - c) $176,000
Money Supply = C + D = Currency in Circulation + Demand deposits = 10% of $160,000 + $160,000 = $176,000
4) Ans - b) +8,800
Money Supply change required to reach equilibrium = Money Multiplier * Undesired excess reserve
= 4.4 * (+$2000) = +$8,800
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