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katrin [286]
4 years ago
7

Suppose you believe that Delva Corporation's stock price is going to decline from its current level of $82.50 sometime during th

e next 5 months. For $510.25 you could buy a 5-month put option giving you the right to sell 100 shares at a price of $85 per share. If you bought this option for $510.25 and Delva's stock price actually dropped to $60, what would your pre-tax net profit be?
Answer
A. -$510.25
B. $1,989.75
C. $2,089.24
D. $2,193.70
E. $2,303.38
Business
1 answer:
Yakvenalex [24]4 years ago
6 0

Answer:

B. $1,989.75

Explanation:

Cost of option (C) = $510.25

Option selling price (Po) = $85 per share

Share price when selling (Ps) = $60 per share

Number of shares (n) = 100 shares

Since the option allows you to sell shares that are valued at $60 for at $85 each, by selling 100 shares, your total earnings are:

E=(P_o-P_s)*n\\E=(\$85-\$60*)100\\E=\$2,500

To find the pre-tax net profit (P), subtract the amount paid for the options from your earnings:

P=E-C= \$2,500-\$510.25\\P=\$1,989.75

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Answer:

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2. Calculate the net present value for each product.

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3. Calculate the internal rate of return for each product.

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4. Calculate the project profitability index for each product.

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5. Calculate the simple rate of return for each product.

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Explanation:

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Initial investment:

Cost of equipment          $290,000              $490,000

Annual revenues and costs:

Sales revenues              $340,000               $440,000

Variable expenses         $154,000               $206,000

Depreciation expense    $58,000                 $98,000

Fixed out-of-pocket

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net cash flow                  $107,000                $175,000

The company's discount rate is 16%.

payback period

A = $290,000 / $107,000 = 2.71 years, A is preferred

B = $490,000 / $175,000 = 2.8 years

using an excel spreadsheet I calculated the NPV and IRR

NPV

A = $60,349

B = $83,001, B is preferred

IRR

A = 25%, A is preferred

B = 23%

Project profitability

A = $350,349 / $290,000 = 1.21

B = $573,001 / $490,000 = 1.17

Simple rate of return

A = $535,000 / $290,000 = 184%, A is ´preferred

B = $875,000 / $490,000 = 179%

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4 years ago
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