Answer:
$7,081.25
Explanation:
Face value = 5000
Coupon = 15% paid annually. Semi annual payment = 750/2 = 375
Time to maturity = 18 years
Interest rate = 10% compounded semi-annually
P = 375(P|A, 5%, 36) + 5000(P|F, 5%, 36)
P = 375(16.58131488) + 5000(0.17265193)
P = 6217.99308 + 863.25965
P = 7081.25273
P = $7,081.25
So, the present worth of one bond today is $7,081.25
Answer:
Direct labor time (efficiency) variance= $22,000 favorable
Explanation:
<u>To calculate the direct labor efficiency variance, we need to use the following formula:</u>
Direct labor time (efficiency) variance= (Standard Quantity - Actual Quantity)*standard rate
Direct labor time (efficiency) variance= (3*8,000 - 22,000)*11
Direct labor time (efficiency) variance= (24,000 - 22,000)*11
Direct labor time (efficiency) variance= $22,000 favorable
Answer:
7.3%; 12.17%; 0.6 times; 15.95%
Explanation:
Return on assets:
= Net Income ÷ Average total assets
= ($65,700 ÷ $900,000) × 100
=
7.3%
Profit Margin:
= Net Income ÷ Net Sales
= ($65,700 ÷ $540,000) × 100
= 12.17%
Asset Turnover:
= Net Sales ÷ Average Total Assets
= $540,000 ÷ $900,000
= 0.6 times
Return on Equity:
= Net Income before dividend ÷ Equity
= [($65,700 + $30,000) ÷ $600,000] × 100
= ($95,700 ÷ $600,000] × 100
= 15.95%
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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