$20,000 is correct
When they ask for the amount the bank can "create" they are really asking for the <u>change in the money supply</u><u>.</u> They are required to reserve 20%, so they can loan out 80%
80% * $5,000= $4,000
Now, the bank can use this $4,000 by loaning it out to other customers and earning interest on those loans. The customers can use the money for investments or spending. So the first little deposit of $5,000 has now spread to a lot more people and created a lot more opportunity for growth. This is known as the <u>multiplier effect.</u> To put the multiplier effect in dollar amounts, we need to know how much we are multiplying by. This is called the <u>deposit multiplyer</u> and the formula is 1/(required reserve ratio). The reserve ratio here is 20% or .2
1/(.2)= 5
Our deposit multiplier which will calculate the multiplier effect on the money supply (aka the amount the bank can "create") is 5
5* $4,000= $20,000
Answer: $192,200
Explanation:
Based on the information that have been provided in the question, the segment margin for the domestic division will be calculated as:
Segment Margin = Segment Sales Revenue - Segment Variable Expenses - The Traceable Fixed Cost
= $640,000 - $371,300 - $76,500
= $192,200
Answer:
Sorry I think brainest could do it again sorry
The residual income for the Division A of Magnolia Company for an income from operations of $80,000 will be $32,000.
<h3>What is residual income?</h3>
Residual Income is the total of total income from operations less the minimum acceptable rate of return on the deployed assets for such operations over a financial period.
Using the above information, it can be ascertained that the residual income will be,
Hence, the residual income will be as computed above.
Learn more about residual income here:
brainly.com/question/27330050
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Answer:
Future Value= $156,901.16
Explanation:
Giving the following information:
Assume Coronado Industries deposits $98000 with First National Bank in an account earning interest at 8% per annum, compounded semi-annually.
To calculate the future value of this investment, we need to use the following formula:
FV=PV*(1+i)^n
PV= 98,000
i= 0.08/2= 0.04
n= 6*2= 12
FV= 98,000*(1.04^12)= $156,901.16
