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8_murik_8 [283]
4 years ago
10

A company manufactures a product using machine cells. Each cell has a design capacity of 250 units perday and an effective capac

ity of 230 units per day. At present, actual output averages 200 units per cell, butthe manager estimates that productivity improvements soon will increase output to 225 units per day.Annual demand is currently 50,000 units. It is forecasted that within two years, annual demand will triple.How many cells should the company plan to acquire to satisfy predicted demand under these conditions?Assume that no cells currently exist. Assume 240 workdays per year. (Round your answer to the nextwhole number.)
Business
1 answer:
lisabon 2012 [21]4 years ago
7 0

Answer:

3 cells

Explanation:

The demand in 2 years is gotten;

= 50000 * 3

= 150,000

Per Day output per cell is 225 units, in 240 workdays, therefore the output is gotten as;

225 * 240 = 54,000

To get the number of Cells;

= 150000/54000= 2.8

Rounded up to the next whole number we have 3 Cells.

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Answer:

$90,000

Explanation:

When we calculate GDP, its not included the value of the resale product because the value of the original product(house) already included in the year. Reselling item and commission added in GDP. Because Dealer gets commission for his service and this is like his income.

Included Amount in GDP = Sale Price × Agent Commission

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7 0
3 years ago
The stock price of Bravo Corp. is currently $100. The stock price a year from now will be either $160 or $60 with equal probabil
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Answer:

correct option is $38.21

Explanation:

given data

stock price = $100

stock price =  either $160 or $60

interest rate = 6%

exercise price = $135

solution

we get here Hedge ratio that is express as

Hedge ratio = (Pay off in case price appreciates - Pay off in case price depreciates) ÷ (Appreciated price - Depreciated price)     ..................1

put here value we get

Hedge ratio = ( Max [$135 - $160, $0] - Max[$135 - $60, $0]) ÷ ($160 - $60)

Hedge ratio = \frac{$0 - $75}{$100}

Hedge ratio = - 0.75

so here Price of Put option is

Price of Put option = -Hedge ratio × {Appreciated price ÷ (1 + risk free rate) - Present stock price}

Price of Put option =  -(-0.75)  × \frac{160}{1+0.06} - 100

Price of Put option = $38.21

so here correct option is $38.21

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