Answer:
The correct answer is $21,522.04.
Explanation:
According to the scenario, the given data are as follows:
Present value = $10,000
Rate of interest = 11%
Rate of interest (r) ( compounded monthly) = 11% ÷ 12 = 0.00916
time period = 7 years
Time period ( compounded monthly) (t) = 7 × 12 = 84
So, we can calculate the future value by using following method:
FV = PV × ( 1 + r)^t
By putting the value, we get,
FV = $10,000 × ( 1 + 0.00916)^84
FV = $21,522.04
Answer:
$800
Explanation:
The computation of the tax saving from using LIFO is shown below:
= Cost of goods sold under LIFO × tax rate - Cost of goods sold under FIFO × tax rate
= $10,000 × 40% - $8,000 × 40%
= $4,000 - $3,200
= $800
By applying the above formula, the tax saving resulted from using the LIFO is $800 and the same is to be considered
Answer:
The correct answer is option D.
Explanation:
In 2008, as a financial crisis began to unfold in the United States, the FDIC raised the limit on insured losses to bank depositors from $100,000 per account to $250,000 per account.
During the financial crisis, there was a sense of panic. The regulators were concerned that depositors would expect their banks to crash and would fear that they may lose their money. The regulators expect the depositors to pull money back from their banks. The money supply will get reduced further. This will further reduce the money with banks. This could lead to even healthy banks to fail.
Raising the insurance limit would reassure depositors that their money was safe in banks and prevent a bank panic. This will further help to stabilize the financial system.
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Answer:
1. PV = 101.87
2. YTM = 7.46%
3. Price of the bond is $100.92
Explanation:
PV = 8.5/ (1.065) + 108.5/ (1.075)2
PV = 7.981 + 93.889
PV = 101.87
Part B:
PV = 101.870
FV = 100
N = 2
PMT = 8.5
Using Financial Calculator:
r = 7.459237
YTM = 7.46%
Part C:
The forward rate for next year, derived from the zero-coupon yield curve, is approximately:
(1 + forward Rate) = (1 + 0.075)2/ (1.065)
forward rate = 8.51%
Price of the bond = 108.5/ (1.0851)
Price of the bond = 100
Part D:
Interest Rate = 8.51% - 1% = 7.51%
Price of the bond = 108.5/ (1.0751)
Price of the bond = 100.92