Answer:
b. $461,820
Explanation:
The computation of the amount reported in the balance sheet is shown below:
But before that we need to find out the amortization of discount which is
= Purchased value of bond × interest rate of return - face value of bond × interest rate
= $456,200 × 10% - $500,000 × 8%
= $45,620 - $40,000
= $5,620
Now the amount reported is
= Purchased value + discount amortization
= $456,200 + $5,620
= $461,820
Hence, the option b is correct
Answer: False
Explanation:
Question mentions that even though Worker A and Worker B are both paid the same salary and become less effective as their workload increase, Worker A is still more effective than Worker B.
The optimal allocation therefore would be one where Worker A get more of the 200 units of production than Worker B because they would be able to produce more as they are more effective.
THE PROGRAM MANAGER will approve the realignment. The program manager is able to approve this realignment because a reprogramming action is not required. If a reprogramming action is required, that meas the change will be substantial, in this case the program manager will not be qualified to approve the realignment.
Answer:
5.31%
Explanation:
FV = 1000
Coupon rate = 5.7%
No of compound = 2
Interest per period = $28.5
Bond price = $1048
No of years to maturity = 20
No of compounding till maturity = 40
Coupon rate set on new bonds = Rate(Nper, PMT, -PV, FV) * 2
Coupon rate set on new bonds = Rate(40, 28.5, -1048, 1000) * 2
Coupon rate set on new bonds = 0.02655 * 2
Coupon rate set on new bonds = 0.0531
Coupon rate set on new bonds = 5.31%
Answer:
to get 5,00,000 australian dollar at the forward rate we are goign to need 4,704,000 US dollars
Explanation:
spot x (1 + (US rate - Australia rate) x time)
0.96 x (1+(0.03-0.05)x1 year) =
0.96 x 0.98 = 0.9408 forward exchange rate
$5,000,000 Australian Dollar * 0.9408 = 4,704,000 US dollars
