Based on the coupon rate, the call price and the selling price, the yield to call is 11.06%.
<h3>How is the yield to call found?</h3>
The formula to find it is:
= (Coupon + (Call price - Current price) / Number of periods ) / ( (Call price + Current price) / 2 ) x 2
Solving gives:
=( (12%/2 x 1,000) + (1,120 - 1,110) / 6 semi annual periods ) ) / ( (1,120 + 1,110) / 2) x 2
= (61.667 / 1,115) x 2
= 11.06%
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Answer:
Sell now, the company will be better off by $25,200
Explanation:
The effect of the action of shown below:-
Profits if sold now = Product Pound A × Sold pound
= 36,000 pounds × $8
= $288,000
If processed further Profits
= (36,000 x $14) - $241,200
= $262,800
Selling product A now = Profits if sold now - Further Profits
= $288,000 - $262,800
= $25,200
First of all, the predetermined overhead will be calculated.
Predetermined overhead rate = Estimated manufacturing overhead / Estimated direct labor hour
Predetermined overhead rate = $ 258,000 ÷ 15,000 hours = $ 17.20 per direct labor hour
Actual manufacturing overheads = $ 253,000
Applied manufacturing overheads = Predetermined overhead rate × Actual direct labor hours
Applied manufacturing overheads = $ 17.20 × 13,100 = 225,320
Applied manufacturing overheads are less than actual manufacturing overheads, thus overheads are under applied.
Actual manufacturing overheads - Applied manufacturing overheads = $ 27,680 under applied
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:
Refer below.
Explanation:
Answer is intended both & Done.
