Elise Corporation has the following sales mix for its three products: A, 20%; B, 35%; and C, 45%. Fixed costs total $400,000 and the weighted-average contribution margin is $100. How many units of product A must be sold to break-even? 20,000. None of the answers is correct. 4,000. 800. Cannot be determined based on the information presented.

800 units of product A must be sold for break-even

Explanation:

Given, weighted-average contribution is $100.

Total break-even units = Total fixed cost  / Weighted-average contribution

Total break-even units = $400,000  / $100

Total break-even units = 4,000 units

Product A break-even = 4,000 x 20%

Product A break-even = (800 units)

Hence, the correct answer is 800 units.

match each type of restriction with one of its effects.

a. land-use laws

b. labor laws

c. banking regulations

a. controlled development of towns and cities

b. protection of young workers

c. greater financial stability