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IgorC [24]
3 years ago
10

IM.72 The Candy Shack has a monthly demand of 150 bags of Watermelon Slices. They pay $10.97 for each box of candy which contain

s 12 bags for sale. Their ordering costs are $75. Holding costs are negligible but they do pay 10% annually on the money they borrow to make such purchases. What is the annual demand—in terms of boxes? (Display your answer to the nearest whole number.) 150 What is the materials costs—per bag? (Display your answer to two decimal places.)
Business
1 answer:
alisha [4.7K]3 years ago
5 0

Answer:

a). Total annual demand=13 boxes

b). Material cost per bag=$1.60

Explanation:

a). The following expressions can be derived;

Total number of bags=number of bags per box×number of boxes

where;

Total number of bags=150 bags

Number of bags per box=12 bags

Number of boxes=n

Replacing;

150=12×n

12 n=150

n=150/12=12.5

Number of boxes =12.5 rounded to the nearest whole number=13

Total annual demand=13 boxes

b). Material cost per bag

Total material costs=(Cost per box×number of boxes demanded)+Ordering cost

Total material costs=(10.97×13)+75=$217.61

Additional cost=(10/100)×217.61=21.761

Total material costs=(217.61+21.761)=239.371

Material cost per bag=Total material cost/number of bags

where;

Total material cost=$239.371

Total number of bags=150 bags

replacing;

Material cost per bag=239.371/150

Material cost per bag=1.596 to nearest two decimal places=1.60

Material cost per bag=$1.60

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Answer:

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Explanation:

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A seller would usually charge a higher price to a consumer whose demand is price inelastic. This means that the quantity demanded is less sensitive to changes in price.

If the seller charges a higher price to a consumer whose demand is price elastic, the consumer would reduce the quantity demanded as a result of the rise in price and the total revenue of the seller would fall.

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If a piece of land produces an income that grows by 5% per annum. The value of the land is $200,000.

<h3>Present value of the land</h3>

Using this formula

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Therefore If a piece of land produces an income that grows by 5% per annum. The value of the land is $200,000.

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