Answer:
$23.45 per unit
Explanation:
Given that,
Units produced = 9,000 units
Direct labor = $7.25 per unit
Direct material = $8.00 per unit
Variable overhead = $5.50 per unit
Total production cost = $28.25 per unit
Fixed overhead:
= $67,500 ÷ 25,000 units
= $2.70 per unit
Total product cost per unit:
= Direct material cost per unit + Direct labor cost per unit + Variable overhead cost per unit + Fixed overhead
= $8.00 per unit + $7.25 per unit + $5.50 per unit + $2.70 per unit
= $23.45 per unit
Based on the present value of the annual cash flows and the investment cost, the present value index is 1.39
<h3>How is the present value index calculated?</h3>
To find the present value index, use the formula:
= Present value of cash flow/Investment cost
The present value of cash flow is:
= Annual cash flows x Present value interest factor of annuity, 9%, 4 years
= 2,480 x 3.239719877
= $8,034.51
The present value index is:
= 8,034.51 / 5,800
= 1.39
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Answer:
Explanation:
From the question, we have the followed parameters;
The Face value=1,000 United States of America Dollar($); yield to maturity= fifteen(15) years; The bond = 7.125 percent (annual) coupon rate; payment for last year = $974.24.
First thing to do is to calculate the market value after one percent extra= 1%+7.125%= 8.125%
Next, we need to calculate the present value of 14 year coupon of 71.25 USD = 573.00+ 1,000/1+ 0.8125^14
=>573.00+322.15
= 895.15
Therefore, the price of the bond today is $ 895.15.