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Helga [31]
2 years ago
9

A company sells 800 units at $16 each, has variable costs of $12 per unit, and fixed costs of $1,200. Income is $

Business
1 answer:
Inessa05 [86]2 years ago
5 0

Assuming a company sells 800 units at $16 each, has variable costs of $12 per unit. The after-tax income is $1,200.

<h3>After-tax income</h3>

Using this formula

After-tax income=(Selling units×Selling price)-[(Variable costs×Selling price)+Fixed costs]×(1- tax rate)

Let plug in the formula

After-tax income=(800 units× $16 each)-[(800 units × $12 each)+$1200]×(1-.40)

After-tax income=$12,800-($9,600+$1,200)×0.60

After-tax income=$12,800-$10,800×0.60

After-tax income=$2,000×0.60

After-tax income=$1,200

Inconclusion the after-tax income is $1,200.

Learn more about after-tax income here:brainly.com/question/1775528

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<u>Option: B</u>

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Executives of Studio Recordings, Inc., produced the latest compact disk, the Starshine Sisters Band, titled Starshine/Moonshine.
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Fixed Costs:

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Total fixed costs= $490000

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a) contribution margin= Price- variable costs= 9-2,6= $6,4

b) break-even point:

in units=fixed costs/contribution margin=490000/6,4= 76562 cds

in dollars= fixed costs/(contribution to sale ratio)

in dollars= fixed costs/(contribution margin/price)

in dollars= 490000/(6,4/9)= $869058

c) q=1000000

sales= 9000000           (1000000*9)

variable costs= -2600000      (1000000*2,6)

fixed costs= -490000

Net profit= $5910000

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using the break-even formula

Q=(fixed cost+profit)/contribution margin

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