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Answer:
From the given problem statement we need to calculate the reserve ratio
Withdraws amount=$1000
Using F=P(1+i)^n
where n is the no of the years
i is the interest rate
The future value=$2344.898
So this is the maximum amount
Answer:
The reserve ratio is the amount that is set by the regulatory authority for the bank for maintaining the minimum amount of cash as in the liquid form with the commercial banks before paying off as loans or other use.
Explanation:
1. The required reserve ratio is computed as follows:
Given information:
Required reserves = $40,000
Checkable deposits =$200,000
[tex]\begin{aligned}\text{Reserve ratio}&=\frac{\text{Required Reserves}}{\text{Checkable Deposit}}\times100\\&=\frac{\$40,000}{\$200,000}\times100\\&=20\%\end{aligned}[/tex]
So, the reserve ratio is 20%.
2.
a. The maximum amount that can be loaned is:
$25,000
Reason: The maximum amount that the bank can loan must be equal to the amount in excess of the reserves, that is $25,000.
b. Maximum amount that the bank can create is:
[tex]\begin{aligned}\text{Maximum amount} &= \text{Excess Amount}\times\frac{1}{\text{Required Reserve Ratio}}\\ &=\$25,000\times\frac{1}{0.20}\\&=\$125,000\end{aligned}[/tex]
3.
a. Sharpeland Bank's reserve will decrease by $10,000 each.
Reason: The cash withdrawn is $10,000 from his checking account, then the withdrawal will also reduce with the amount equal to the checkable amount.
b. The immediate effect of the withdrawal on M1 measure for the money supply will be:
Cash will increase by $10,000, and another component that is checkable deposit will decrease by $10,000.
Thus, there would be no immediate change in the M1 measure.
c. The new value of the excess reserves is:
First, the required reserve to be maintained is computed as:
[tex]\begin{aligned}\text{Required reserve to be maintained}&=\text{New Checkable Deposit}\times\text{Requires Reserve ratio}\\&=\$190,000\times0.20\\&=\$38,000\end{aligned}[/tex]
The excess reserve is computed as:
[tex]\begin{aligned}\text{Excess reserve}&=\text{Total Reserve}-\text{Required Reserve}\\&=\$55,000-\$38,000\\&=\$17,000\end{aligned}[/tex]
Thus, the new value of excess reserve for Sharpeland Bank is $17,000.
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