The required reserves will be increased by $4,800 if the customer deposits the amount of $6,000.
<h3>What is meant by deposits?</h3>
Deposits are the amount that the customers put in their savings accounts opened with the banks.
Given values:
Deposited amount: $6,000
Reserve ratio: 20%
Computation of increase in required reserves:
Therefore, the amount of $4,800 will increase the required reserves on the deposit of $6,000 by the customer.
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Answer:
10000 before inflation, 10833 after inflation
Explanation:
P = 500000
1 = 10%
Interest calculated = 500000x0.1
= $50000
20%x50000 = $10000
Rate of inflation = (130-120)/120 = 0.833
0.833x100%
= 8.333%
What has to be paid to government
= 10000+(8.333*10000)
= 10833
Before inflation, you owe $10000
After inflation you owe $10833
Answer:
The answer is: A) $15
Explanation:
Consumer surplus is the difference between the maximum price a consumer is willing to pay for a product and the price of the product.
Andrew was willing to pay up to $45 for the potato cannon and its price was only $30, so the consumer surplus is $15.
Answer:
$34,116
Explanation:
To determine how much Pete would should save, we have to determine the present value of $13,000
Present value is the sum of discounted cash flows
present value can be calculated with a financial calculator
Cash flow each year from year 1 to 3 = $13,000
I = 7%
Present value = $34,116
To find the PV using a financial calculator:
1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.
2. after inputting all the cash flows, press the NPV button, input the value for I, press enter and the arrow facing a downward direction.
3. Press compute
Answer:
$321,600
Explanation:
debt equity ratio = debt / equity
since the debt to equity is 0.8, that means that for every $ invested from equity, $0.80 will be borrowed. If the new project requires an initial cash outlay of $300,000:
- then $300,000 / $1.80 = $166,667 will be new equity
- and $133,333 will be new debt
total cost of initial outlay including flotation costs = ($166,667 x 1.09) + ($133,333 x 1.0495) = $181,667 + $139,933 = $321,600
flotation costs include all the costs associated with issuing new stocks or taking new debt.