Refer to the information presented in M6-5. Suppose that the cost of paper has increased and Speedy s variable cost per unit increases to \($0,015\) per hanger. Calculate its new break-even point assuming this increase is not passed along to customers.

Data from M6-5

Speedy Print makes advertising hangers that are placed on doorknobs. It charges \($0.04\) and estimates its variable cost to be \($0.01\) per hanger. Speedy’s total fixed cost is \($3,000\) per month, which consists primarily of machinery depreciation and rent. Calculate the number of advertising hangers that Speedy must sell in order to break even.