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maxonik [38]
1 year ago
11

the market price of northern mills stock has been relatively volatile and you think this volatility will continue for a couple m

ore months. thus, you decide to purchase a two-month european call option contract on this stock with a strike price of $42 and an option price of $2.60. you also purchase a two-month european put option contract on the stock with a strike price of $42 and an option price of $1.20. what will be your net profit or loss on these option positions if the stock price is $47 on the day the options expire? ignore trading costs and taxes.
Business
1 answer:
taurus [48]1 year ago
5 0

The  answer is $120.

Explanation: The computation of the net profit or loss is shown below: Before that we have to determine the following calculations

Net Profit from call option is = (Gain from Exercising Call Option - Option Premium paid) × Size of the Contract

= (($47 - $42) - $2.60) × 100 Shares

= $240

Net Loss from put option is

= (Option Premium paid) × Size of the Contract

= $1.20 × 100 Share

= $120

So, the net profit is  = Net Profit from Call Option - Net loss from Put Option= $240 - $120

= $120

To learn more about  net profit, click here.

brainly.com/question/22024991

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I hope my answer helped you.
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3 years ago
Price Company’s note receivable is receivable from Score Company. Interest of $7,520 was paid by Score to Price during 2015. Any
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3 years ago
Qwik Service has over 200 auto-maintenance service outlets nationwide. It provides primarily two lines of service: oil changes a
Ann [662]

Answer:

A. The answer is:

Oil-related revenue = 0.75 x 40,000,000 = $30,000,000;

Repair-related revenue = 0.25 x 40,000,000 = $10,000,000

B. The answer is:

Oil-related revenue = 0.75 x 350,000 = $262,500;

Repair-related revenue = 0.25 x 350,000 = $87,500.

Explanation:

A.

Denote X is the total revenue Qwik Service has to earn.

We have:

Oil charge-related revenue: 0.75X; Oil charge-related margin 0.2 x 0.75X = 0.15X

Brake repair-related revenue: 0.25X; Brake repair-related margin: 0.25X x 0.6 = 0.15X.

=> Total contribution margin = 0.15X + 0.15X = 0.3X

To meet break-even, the total contribution margin should be equal to fixed cost or: 0.3X = 12,000,000 <=> X = $40,000,000

=> Oil-related revenue = 0.75 x 40,000,000 = $30,000,000;

    Repair-related revenue = 0.25 x 40,000,000 = $10,000,000.

B.

The note Y is the total revenue per one outlet.

At one outlet, revenue and margin will be:

Oil charge-related revenue: 0.75X; Oil charge-related margin 0.2 x 0.75X = 0.15X

Brake repair-related revenue: 0.25X; Brake repair-related margin: 0.25X x 0.6 = 0.15X.

=> Total contribution margin = 0.15X + 0.15X = 0.3X

To meet net income target of $45,000, the total contribution margin should be equal to fixed cost of $60,000 and delivering $45,000 net income or: 0.3X = 45,000 + 60,000 <=> X = $350,000.

=> Oil-related revenue = 0.75 x 350,000 = $262,500;

    Repair-related revenue = 0.25 x 350,000 = $87,500.

6 0
3 years ago
Crystal's Performance Pizza is a small restaurant in Denver that sells gluten-free pizzas. Crystal's very tiny kitchen has barel
galben [10]

Answer:

Components of creation that can be differed with yield delivered are alluded to as factor elements of creation.  

Elements of creation that can't be differed with yield delivered are alluded to as fixed elements of creation.  

In given case, stove and laborers are utilized in pizza creation.  

It has been given that in short-run, number of stoves can't be changed however number of laborers can be changed.  

Along these lines,  

In short-run, these laborers are variable information sources, and the stoves are fixed data sources.

Number of Workers: 0

Output  (Pizzas): 0

Marginal Product of Labor  (Pizzas): 0

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Output  (Pizzas): 70

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Output  (Pizzas): 120

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Marginal Product of Labor  (Pizzas): 40

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3 0
2 years ago
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PolarNik [594]

Answer:

$52.91

Explanation:

With regards to the above, we will apply the dividend discount model to come up with the price for share.

Under the dividend discount model, the price for share represents the present value of all its future dividend discounted at the required rate of return.

Since the share has 12 annual equal dividend payments of 8.15 each year, while the required rate is 11%, we can apply the below annuity to arrive at the share price.

(8.15/0.11) × [ 1- 1.11^(-12) ] = $52.91

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