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motikmotik
3 years ago
13

J Corp. common stock is priced at $36.50 per share. The company just paid its $0.50 quarterly dividend. Interest rates are 6.0%.

A $35.00 strike European call, maturing in 6 months, sells for $3.20. What is the price of a 6-month, $35.00 strike put option
Business
1 answer:
viva [34]3 years ago
5 0

Answer:

Explanation:

The time (T) = 6 months = 6/12 years  = 0.5 years

Interest rate (r) = 6% = 0.06

The stock is priced [S(0)] = $36.50

The price the stock sells at 6 months (V_c) = $3.20

European call (K) = $35

The price (P) is given by:

P=V_c+K.e^{-rT}-S(0)+Dividends\\But, Dividends = 0.5*e^{-0.25*0.06}+ 0.5*e^{-0.5*0.06}\\Therefore, P=V_c+K.e^{-rT}-S(0)+0.5*e^{-0.25*0.06}+ 0.5*e^{-0.5*0.06}\\Substituting:\\P=3.2+35*e^{-0.06*0.5}-36.5+0.5*e^{-0.25*0.06}+ 0.5*e^{-0.5*0.06}\\P=3.2+33.9656-36.5+0.4926+0.4852\\P=1.64

The price of a 6-month, $35.00 strike put option is $1.65

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Answer:

The answer is option (c), no he will not pass because he is running 4.8 miles in 35 minutes

Explanation:

This can be expressed as;

Speed=Distance/Time

where;

Distance to be covered=5 kilometers

Time=35 minutes

replacing;

speed=(5/35)=0.143 km/min

In order to pass the fitness test his speed has to be greater than 0.143 km/min

Determine if 3 miles per 35 minutes is greater than 0.143 km/min

I mile=1.6 kilometers

How many kilometers make 3 miles,

Jimmy runs=(3×1.6)=4.8 kilometers in 35 minutes

Speed=4.8/35=0.137 kilometers/minute

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The answer is option (c), no he will not pass because he is running 4.8 miles in 35 minutes

4 0
3 years ago
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Answer:

20%

Explanation:

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Product Units Produced Final Sales Value per Unit Separate Costs

   A             10,000                    $25                                  $125,000

   B             15,000                    $30                                  $250,000

   C            <u> 12,500 </u>                  <u> $24 </u>                                <u> $125,000</u>

Total           37,500                                                            $500,000

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A (10,000 x $25)      $250,000

B (15,000 x $30)      $450,000

C (12,500 x $24)      <u>$300,000</u>

Total Sales Value                       $1,000,000

Less

Joint Cost                                  ($300,000)

Separable cost                         <u>($500,000)</u>

Gross Profit                               $200,000

Gross Profit Percentage = ( $200,000 / $1,000,000 ) x 100 = 20%

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