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asambeis [7]
3 years ago
11

A product sells for $250 per unit, and its variable costs per unit are $181. The fixed costs are $430,000. If the firm wants to

earn $25,400 pretax income, how many units must be sold
Business
1 answer:
brilliants [131]3 years ago
6 0

Answer:

$6600

Explanation:

Given: Selling price= $250 per unit

          Variable cost= $181 per unit.

           Fixed cost= $430000.

           Expected Profit= $25400.

Let´s assume the number of units sold be "x".

Revenue (R) = 250\times x= \$250x

Cost of product (C)= \$ 181\times x+ \$ 430000

∴ Cost of product (C)= \$ 181x+ \$ 430000

Now, finding the number of unit sold.

Forming an equation for profit.

We know, Profit= Revenue-cost

⇒  \$ 25400= 250x- (181x+430000)

Opening parenthesis.

⇒ 25400= 250x- 181x- 430000

⇒ 25400= 69x- 430000

Adding both side by 430000

⇒ 455400= 69x

Dividing both side by 69

⇒ x= \frac{455400}{69}

∴ x= 6600 units

Hence, total number of units sold to earn $25400 is 6600 units.

     

           

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