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Paul [167]
2 years ago
9

Seattle Inc. identifies an investment opportunity, which will yield cash flows of $30,000 per year in Years 1 through 4, $35,000

per year in Years 5 through 9, and $40,000 in Year 10. The initial cash outflow is $150,000, and the firm's required rate of return is 10 percent. Assume cash flows occur evenly during the year, 1/365th each day. What is the payback period for this investment? (Round off the answer to two decimal places.)
Business
1 answer:
vladimir2022 [97]2 years ago
6 0

Answer:

the payback period = 4.86 years

Explanation:

Seattle's cash flows are as following:

Year                Cash flow                         Accumulated cash flows

0                     -$150,000                                -$150,000

1                         $30,000                                -$120,000

2                        $30,000                                 -$90,000

3                        $30,000                                 -$60,000

4                        $30,000                                 -$30,000

5                        $35,000                                    $5,000

6                        $35,000                                  $40,000

etc.

The payback period is between year 4 and 5:

  • 4 years + ($30,000 / $35,000) = 4.86 years or
  • year 4 + [($30,000 / $35,000) x 365 days] = 4 years and 313 days
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Answer:

C 503,980 dollars

Explanation:

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We determinate each service deparment rate:

general: 36,550 / (2,000 + 27,000 + 14,000) = 0.85

we then assign cost of general department and repeat the process for physical

then for physical we do the same:

72,000 / (38,000 + 7.000) = 1.60

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2 years ago
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vova2212 [387]

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8 0
2 years ago
Read 2 more answers
Calculate the fair present values of the following bonds, all of which pay interest semiannually, have a face value of $1,000, h
Mila [183]

Answer:

the bonds' current market value = PV of face value + PV of coupon payments

a. The bond has a 6 percent coupon rate.

PV of face value = $1,000 / (1 + 5%)²⁴ = $310.07

PV of coupon payments = 30 x 13.799 (PV annuity factor, 5%, 24 periods) = $413.97

bond's market value = $724.04

b. The bond has a 8 percent coupon rate.

PV of face value = $1,000 / (1 + 5%)²⁴ = $310.07

PV of coupon payments = 40 x 13.799 (PV annuity factor, 5%, 24 periods) = $551.96

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3 0
2 years ago
Which of the following can cause an increase in the price of a discount bond? a. An increase in the YTM. b. A decrease in the YT
eduard

Answer:

b. A decrease in the YTM.

Explanation:

Price of the bond is calculated using present value of future cash flows. while calculating present values of the cash flows or price of the bond, we use YTM for discount purpose. As we that higher rate gives lower Present value and Lower rate gives higher present value. Interest rate behave inversely with present value. So the reduction in YTM will increase the price of the bond.

3 0
2 years ago
Ms. Frank is planning for a 25-year retirement period and wishes to withdraw a portion of her savings at the end of each year. S
alina1380 [7]

Answer:

I guess the interest rates are 9.10% and 7% per year.

a) $173,369.67

b) $217,212.31

Explanation:

the total distributions received by Ms. Frank are:

year distribution  

1 10000

2 11000

3 12000

4 13000

5 14000

6 15000

7 16000

8 17000

9 18000

10 19000

11 20000

12 21000

13 22000

14 23000

15 24000

16 25000

17 26000

18 27000

19 28000

20 29000

21 30000

22 31000

23 32000

24 33000

25 34000

Using excel, I calculated the present value of this annuity using the different discount rates (using present value function)

a) $173,369.67

b) $217,212.31

8 0
2 years ago
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