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Elanso [62]
3 years ago
7

Lakeside Inc. produces a product that currently sells for $57.60 per unit. Current production costs per unit include direct mate

rials, $22; direct labor, $24; variable overhead, $11.00; and fixed overhead, $11.00. Product engineering has determined that certain production changes could refine the product quality and functionality. These new production changes would increase material and labor costs by 20% per unit. If Lakeside could sell the refined version of its product for $40 per unit, should it be processed further?
Business
1 answer:
Sidana [21]3 years ago
5 0

Answer:

It is convenient to make the changes.

Explanation:

Giving the following information:

Selling price= $57.60 per unit.

Direct materials= $22

Direct labor= $24

Variable overhead= $11.00

Fixed overhead= $11.00.

New costs:

Direct material cost= 22*1.2= $26.4

Direct labor cost= 24*1.2= $28.8

<u>I suppose that the selling price will increase by $40.</u>

To determine whether the changes increase profit or not, we need to calculate the unitary contribution margin per unit for both options:

Contribution margin= selling price - unitary variable cost

Actual Contribution margin:

Contribution margin= 57.6 - (22 - 24 - 11)= 0.6

New contribution margin:

Contribution margin= 97.60 - (26.4 - 28.8 - 11)= $31.4

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Current operating income for Bay Area Cycles Co. is $34,000. Selling price per unit is $100, the contribution margin ratio is 25
leonid [27]

Answer:

break even point in unit =5440 units

break even point in sales = $544000

total sale = $680000

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given data

Current operating income = $34,000

Selling price = $100

margin ratio = 25%

to find out

Bay Area Cycle’s break even point in units and total sales dollars

solution

we get here first break even point that is express as

break even point in unit =  \frac{fixed\ cost}{contribution\ per\ unit}   ..................1

break even point in unit =  \frac{136000}{100*0.25}

break even point in unit =5440 units

so

break even point in sales =  \frac{fixed\ cost}{margin\ ratio}   ..................2

break even point in sales = \frac{136000}{0.25}

break even point in sales = $544000

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total sale =  \frac{operating\ income+ fixed\ expense}{margin\ ratio}   ..................3

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3 years ago
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