Break-even analysis worksheet with answers

A product sells for €33 per unit. The variable cost is €25 per unit and the fixed costs are €32 000 per month. Find the monthly profit Π when 6 000 units are sold (a loss is negative).

A product sells for €30 per unit. The variable cost is €15 per unit and the fixed costs are €18 000 per month. Find the monthly profit Π when 2 100 units are sold (a loss is negative).

A product sells for €33 per unit with a variable cost of €18 per unit. Fixed costs are €75 000 per month. How many units Q must be sold per month to make a profit of €12 000?

A product can be made in two ways. Method A has fixed costs of €15 000 per year and a variable cost of €15 per unit. Method B, more automated, has fixed costs of €18 000 per year and a variable cost of €13 per unit. At what yearly volume Q do both methods cost the same?

A company sells 2 500 units per month at €36 each, with a variable cost of €30 per unit and fixed costs of €12 000 per month. The variable cost rises by €3 per unit and the price stays the same. How many units Q must now be sold per month to keep the same profit?

A company sells two products. Product A sells for €20 with a variable cost of €15; product B sells for €27 with a variable cost of €15. They sell in a fixed mix of 2 units of A for every 3 of B. Fixed costs are €9 200 per month. Find the total number of units Q (A and B together) needed to break even.