In: Accounting
Flora’s Flats produces comfortable and portable women’s shoes
designed to be worn as a second pair of shoes after a formal event.
The company has the following financial information:
The company’s sales price is $20 per unit. The variable costs of
producing flats is $6 per unit. The company expects to have fixed
costs of $10,000 next year. The company expects to sell 1,000 pairs
of flats next year. Assume no taxes.
a.) Calculate the breakeven point in units.
b.) Calculate the breakeven point in dollars.
c.) How many units must the company sell to reach a target profit
of $25,000?
d.) Prepare a budgeted contribution format income statement.
e.) Compute the margin of safety in both dollar and percentage
terms.
f.) Compute the degree of operating leverage.
g.) If sales increase by 20% in the following year, how much would
net income increase
Given, | ||||||||
Sale price = 20/unit | ||||||||
variable cost = 6/unit | ||||||||
Fixed cost = 10,000 | ||||||||
Contribution = 20-6 = 14/unit | ||||||||
a) | Break even point (units) = Total Fixed cost / contribution per unit | |||||||
= 10,000 / 14 | ||||||||
= 715 | ||||||||
b) | Break even point (dollars) = Break even point(units) * sale price | |||||||
= 715 * 20 | ||||||||
= 14,300 | ||||||||
c) | Target profit = 25,000 | |||||||
(i.e) Required contribution = target profit + fixed cost | ||||||||
= 25,000 + 10,000 | ||||||||
= 35,000 | ||||||||
Units company should sell to get target profit = 35,000 / 14 | ||||||||
= 2,500 units | ||||||||
d) | Income Statement : | |||||||
Particulars | Amount | |||||||
Budgeted Sales (1,000 *20) | 20,000 | |||||||
(-) variable cost @ 6 | (6,000) | |||||||
Budgeted Contribution | 14,000 | |||||||
(-) Fixed cost | (10,000) | |||||||
Budgeted Profit | 4,000 | |||||||
e) | Margin of safety (Dollar) = Total sales - Break even point (Dollars) | |||||||
= 20,000 - 14,300 | ||||||||
= 5,700 | ||||||||
Margin of safety (Percentage) = Margin of safety (Dollar) / Sales * 100 | ||||||||
= 5,700 / 20,000 * 100 | ||||||||
= 28.5% | ||||||||
f) | Degree of operating leverage = (Sales - variable cost) / (Sales - variable cost - fixed cost) | |||||||
= (20,000 - 6,000) / (20,000 - 6,000 - 10,000) | ||||||||
= 3.5 | ||||||||
g) | Sales units = 1,000 * 120% = 1200 | |||||||
Contribution = 1,200 * 14 | ||||||||
= 16,800 | ||||||||
Profit = 16,800 - 10,000 | ||||||||
= 6,800 | ||||||||
Net Income increase = 6,800 - 4,000 | ||||||||
= 2,800 |