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Hudson Company reports the following contribution margin income statement.


HUDSON COMPANY
Contribution Margin Income Statement
For Year Ended December 31
Sales (10,000 units at $300 each) $ 3,000,000
Variable costs (10,000 units at $240 each) 2,400,000
Contribution margin 600,000
Fixed costs 420,000
Income $ 180,000
1. Compute break-even point in units.
2. Compute break-even point in sales dollars.

Hudson Company reports the following contribution margin income statement HUDSON COMPANY Contribution Margin Income Statement For Year Ended December 31 Sales 1 class=

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anthougo

Hudson Company's break-even point in units and sales dollars = 7,000 units and $2,100,000, respectively.

Data and Calculations:

HUDSON COMPANY

Contribution Margin Income Statement

For Year Ended December 31                          Total          Per Unit

Sales (10,000 units at $300 each) =          $ 3,000,000     $300 (as given)

Variable costs (10,000 units at $240 each) 2,400,000     $240 ($2.4 m /10,000)

Contribution margin                                         600,000       $60 ($300 - $240)

Fixed costs                                                       420,000

Income                                                           $ 180,000

Contribution margin ratio = 20% ($60/$300 x 100)

1. Break-even point in units = Fixed costs/Contribution margin per unit

= $420,000/$60

= 7,000 units

2. Break-even point in sales dollars = Fixed costs/Contribution margin ratio

= $420,000/20%

= $2,100,000

Thus, the break-even point in units and sales dollars = 7,000 units and $2,100,000, respectively.

Learn more: https://brainly.com/question/15281855

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