Woodland Wearables produces two models of a smart watch, the Basic and the Flash. The watches have the following characteristics

Selling price per watch

Variable cost per watch

Expected sales $($watches$)$ per year

The total fixed costs per year for the company are $$1,478,400.$

Required:

a$.$ What is the anticipated level of profits for the expected sales volumes?

b$.$ Assuming that the product mix is the same at the break$-$even point, compute the break$-$even point in units.

c$.$ If the product sales mix were to change to nine Basic watches for each Flash watch, what would be the new break$-$even volume fo

Woodland Wearables?

$$ Answer is complete but not entirely correct.

Complete this question by entering your answers in the tabs below.

What is the anticipated level of profits for the expected sales volumes?

Anticipated profit

$$2,301,600$