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Rzqust [24]
2 years ago
10

Stock in Cheezy-Poofs Manufacturing is currently priced at $80 per share. A call option with a $80 strike and 90 days to maturit

y is quoted at $3.20. Compare the percentage gains and losses from a $25,600 investment in the stock versus the option in 90 days for stock prices of $70, $80, and $90. (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places. Leave no cells blank - be certain to enter "0" and select "None" wherever required. Input all amounts as positive values.)
Business
1 answer:
butalik [34]2 years ago
6 0

Answer:

Price                Stock     Options

$70                         -3200     -25600

$80                          0             -25600

$90                          3200      54400

Explanation:

<em>Invested in stock</em>

Number of units acquired = $25,600/80 = 320

Now if price goes down to $70 THEN loss will be

320 × (70-80) = - $3,200

percentage of loss will be  3,200/25,600 × 100 = 12.5%

If price stays at $80, then there will neither be a gain nor a loss

320 × (80-80) = 0

If price goes up to $90, then the gain will be

320 × (90-80) = $3,200

percentage of gain will be  3,200/25,600 × 100 = 12.5%

<em>Invested in option</em>

Number of options purchased = $25,600 / 3.20 = 8000

Now If price goes down to $70 then investor will not exercise option in which case loss will be equal to amount of premium paid which is - $25,600.

percentage of loss = 100%

If price stays at $80 even then investor will not exercise call option in which case loss will be equal to the amount of premium paid which is - $25,600

Percentage of loss = 100% loss

If price goes up to $90 then investor will exercise call option

Gain due to exercise of call option = 8000 × (100 - 90) = 80,000

Net gain = 80,000 - 25,600 = $54,400

Percentage gain = 54,400 / 25,600 = 212.5%

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A movement along the phillips curve shows that the unemployment rate and inflation rate are.

Changing in response to the supply-side policy.

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A modified DCF analysis is best for evaluating and selecting the optimal strategic alternative when a company has ___ goal(s) an
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Required Information
il63 [147K]

Answer:

$1140.28

Explanation:

The computation of the net present value of this investment is shown below:-

= Annual Cash flows × Present Value of Annuity Factor (r , n) - Initial Investment

as

Annual cash flows = $8600

Present Value of Annuity Factor (r , n)

r = 10% and n = 4 years

So, the Present Value of Annuity Factor will be the sum of the present value of 4 years at 10%

For Year 1 = 0.9091

For Year 2 = 0.8264

For Year 3 = 0.7513

For Year 4 = 0.6830

Total = 3.1698

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Net Present Value = (Cash inflow × Total) -

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= ($8600 × 3.1698) - $26,120  

= $27,260.28 - $26,120

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Answer:

The answer is 9.85%

Explanation:

The number of periods N = 9years(10 years minus 1 year ago)

Yield to Maturity (I/Y) = ?

Present value of the bond (PV) = $950.70

Future value of the bond(FV) = $1,000

Annual payment (PMT) = $90 (9% x $1,000)

Using a financial calculator to solve the problem ( BA II plus Texas instruments):

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