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Trava [24]
11 months ago
14

trighton's trailer co. sells all kinds of trailers and provides a one-year warranty on all new trailer sales. based on history,

trighton anticipates that 2% of trailers will be returned and will have a warranty cost of $100 per trailer. during the month, victor sold 300 trailers for a total of $255,000. at the end of the month, trigh
Business
1 answer:
matrenka [14]11 months ago
4 0

At the end of the month, Trighton will record <u>$600</u> in warranty expenses.

Expenses is a term used in economics that can be described as the amount that is incurred in making a commodity or a product. These are the basic inputs that the firm has to acquire to maintain a particular product or products.

Trighton anticipates a return of 2% and will have a warranty cost of  $100 per trailer. As Victor sold 300 trailers for a total of $255,000, the total cost that would be incurred will be with respect to the anticipated return of 2% on the warranty cost and the number of the visitors or the seller have sold to the customer. Therefore the amount Trighton will record in warranty expenses is calculated as follows;

= 300 x.02 x $100

= $600

Although a part of your question is missing, you might be referring to this question:

Trighton's Trailer Co. sells all kinds of trailers and provides a one-year warranty on all new trailer sales. Based on history, Trighton anticipates that 2% of trailers will be returned and will have a warranty cost of $100 per trailer. During the month, Victor sold 300 trailers for a total of $255,000. At the end of the month, Trighton will record $____________ in warranty expense.

To learn more about warranty expense; click here:

brainly.com/question/14179463

#SPJ4

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Star Jewelry sells 500 units resulting in $75,000 of sales revenue, $28,000 of variable costs, and $18,000 of fixed costs. The n
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The <u>number of units</u> that must be sold to achieve $40,000 of operating income is 617 units.

<h3>What is break-even analysis?</h3>

Break-even analysis is an accounting concept that can be used to determine the <u>number of units</u> that must be sold to achieve $40,000 of operating income. This can be computed by using the concept of break-even analysis as follows:

<h3>Data and Calculations:</h3>

Sales units = 500 units

Sales revenue = $75,000

Selling price per unit = $150 ($75,000/500)

Variable costs = $28,000

Variable cost per unit = $56 ($28,000/500)

Contribution margin per unit = $94 ($150 - $56)

Fixed costs = $18,000

Target operating income = $40,000

Break-even point in units to achieve target profit = 617 units ($18,000 + $40,000)/$94

Thus, the <u>number of units</u> that must be sold to achieve $40,000 of operating income is 617 units.

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