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dsp73
3 years ago
5

Carter Production, Inc.'s required production for the first six month of the year is as follows. Month Required Production Janua

ry 50,000 February 70,000 March 85,000 April 105,000 May 110,000 June 120,000 Each unit requires two pounds of material. Given a desired ending inventory of 20% of next month's production needs, the pounds of material to be purchased in April is: Multiple choice question.
Business
1 answer:
lana [24]3 years ago
4 0

Answer:

212,000 pounds

Explanation:

Calculation to determine what the pounds of material to be purchased in April is

Beginning inventory 210,000

(105,000 x 2)

Add Ending inventory 44,000

(20% of May production needs

( 110,000 x 2 x 20%)

Less Beginning Inventory 42,000

(20% of April)

April pounds of material to be purchased 212,000 pounds

(210,000+44,000-42,000)

Therefore the pounds of material to be purchased in April is 212,000 pounds

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Outdoor luggage inc. makes high-end hard-sided luggage for sports equipment. data concerning three of the company's most popular
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Answer:

We need to need to find the contribution margin for each product.

Contribution Margin per unit = Selling Price per unit - Variable cost per unit

Then we need to find contribution margin per unit of constrained resources with the following formula:

Contribution Margin per unit of constrained resource = \frac{Contribution margin per unit}{Resource needed per unit of product}

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1-b. Which product would be the most profitable use of this constraint?

Manufacturing the <u>Ski Guard</u> would be the <u>most profitable use</u> of this constraint since it has <u>the maximum contribution margin per unit of constraint, ($70 per unit).</u>

1-c. Which product would be the least profitable use of this constraint?

The <u>Golf Guard</u> would be the least profitable use of this constraint since it has the <u>least contribution margin per unit of constraint, at $32 per unit</u>.

2a. A severe shortage of plastic pellets has required the company to cut back its production so much that the plastic injection molding machine is no longer the bottleneck. Instead, the constraint is the total available pounds of plastic pellets. What is contribution margin per unit of the constrained resources for Ski Guard, Golf Guard and Fishing Guard?

We need to need to find the contribution margin for each product.

Contribution Margin per unit = Selling Price per unit - Variable cost per unit

Then we need to find contribution margin per unit of constrained resources with the following formula:

Contribution Margin per unit of constrained resource = \frac{Contribution margin per unit}{Resource needed per unit of product}

Constraint: Pounds of plastic pellets

Ski Guard Golf guard Fishing guard

Selling Price per unit 200 300 255

Less: Variable Cost 60 140 55

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2-b. Which product would be the most profitable use of this constraint?

The <u>Golf Guard</u> would be the <u>most profitable use</u> of this constraint since it has <u>the maximum contribution margin per unit of constraint, ($40 per unit).</u>

2-c. Which product would be the least profitable use of this constraint?

The <u>SkiGuard</u>, with a contribution margin of <u>$20 per pound</u> of plastic would be the <u>least profitable</u> use of this constraint.

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3 years ago
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