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Harlamova29_29 [7]
3 years ago
8

Mary is in contract negotiations with a publishing house for her new novel. She has two options. She may be paid $100,000 up fro

nt, and receive royalties that are expected to total $26,000 at the end of each of the next five years. Alternatively, she can receive $200,000 up front and no royalties. Which of the following investment rules would indicate that she should take the former deal, given a discount rate of 8%?
Rule I: The Net Present Value rule
Rule II: The Payback Rule with a payback period of two years
Rule III: The internal rate of return (IRR) Rulea. Rule I onlyb. Rule III onlyc. Rule II and III onlyd. Rule I and II only
Business
1 answer:
Mazyrski [523]3 years ago
5 0

Rule I is correct.

<u>Explanation:</u>

Year Cash flow Pv at 8% Discounted cash flow

0           100000              1         100000

1            26000              0.9259 24074.074

2            26000               0.8573 22290.809

3             26000         0.7938 20639.638

4             26000      0.7350 19110.776

5             26000       0.6806 17695.163

From the above calculation, the net present value is $203810.46

          Option 1   Option 2

NPV 203810.5 200000

Payback    5 years   0 years

IRR             No IRR No IRR

NPV (Net present value) option say that former would be selected

So, answer is Rule I only.

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Answer:

Results are below.

Explanation:

Giving the following information:

Jan. 1 Beginning inventory 48 $40 $1,920

Apr. 7 Purchase 128 42 5,376

Jul. 16 Purchase 198 45 8,910

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Ending inventory units= 482 - 427= 55

<u>1)</u>

<u>Under the FIFO (first-in, first-out) method, the ending inventory is calculated using the cost of the lasts units remaining in inventory.</u>

Ending inventory= 55*46= $2,530

COGS= 48*40 + 128*42 + 198*45 + 53*46= $18,644

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Gross profit= 24,766 - 18,644= $6,122

<u>2)</u>

<u>Under the LIFO (last-in, first-out) method, the ending inventory is calculated using the cost of the firsts units remaining in inventory.</u>

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Ending inventory= 48*40 + 7*42= $2,214

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Revenue= 427*58= $24,766

Gross profit= 24,766 - 18,467.75= $6,298.25

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