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MrMuchimi
3 years ago
5

You buy a seven-year bond that has a 5.25% current yield and a 5.25% coupon (paid annually). In one year, promised yields to mat

urity have risen to 6.25%. What is your holding-period return
Business
1 answer:
Rufina [12.5K]3 years ago
5 0

Answer:

HPR = 0.371%

Explanation:

we must first determine the price of the bond in 1 year:

present value of face value = $1,000 / (1 + 6.25%)⁶ = $695.07

present value of coupon payments = $52.50 x 4.87894 (PV annuity factor, 6.25%, 6 periods) = $256.14

market price in 1 year = $951.21

since you bought the bond at face value (market value = YTM), the the holding period return is:

HPR = [(ending price - actual price) + dividends received] / actual price

HPR = [($951.21 - $1,000) + $52.50] / $1,000 = $3.71 / $1,000 = 0.371%

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Answer:

Entries are given

Explanation:

We will record assets and expenses on the debit as they increase during the year and will record liabilities and capital on the credit side as they increase during the year or vice versa.

Account                                                         DEBIT           CREDIT

1

raw material inventory                            300,000  

accounts payable                                                     300,000

                 -

2

work in process inventory- Mixing       210,000                   -  

work in process inventory- Packaging        45,000  

raw material inventory                                               255,000

                 -  

3

Factory payroll                                      258,900                   -  

Wages payable                                                      258,900

                 -  

4

work in process Labor- Mixing              182,500                   -  

work in process Labor Packaging       76,400  

Factory payroll                                                       258,900

                 -  

5

Manufacturing overhead                      810,000                   -  

overhead payable                                                       810,000

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6

work in process Mixing                             672,000                   -  

work in process Packaging                      144,000  

Manufacturing overhead                                        816,000

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7

work in process Labor Packaging          979,000                   -  

work in process Labor- Mixing                               979,000

                 -  

8

Finished goods                                  1,315,000                   -  

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Answer:

a) B. Machine 2

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Differential costs:

Variable cost on new production = $5.20 x 200,000 = $1,040,000

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differential profit = $2,080,000 - $1,040,000 - $820,000 = $220,000

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Variable cost increase on current production = ($4.62 - $4.10) x 800,000 = $416,000

Variable cost on new production = $4.62 x 100,000 = $462,000

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5 0
3 years ago
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7 0
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