In: Finance
Healthy Foods Inc. sells 50-pound bags of grapes to the military
for $25 a bag. The fixed costs of this operation are $95,000, while
the variable costs of grapes are $0.25 per pound.
a. What is the break-even point in bags?
(Round your answer to 2 decimal places.)
b. Calculate the profit or loss (EBIT) on 10,000
bags and on 31,000 bags.
c. What is the degree of operating leverage at
22,000 bags and at 31,000 bags? (Round your answers to 2
decimal places.)
d. If Healthy Foods has an annual interest expense
of $8,000, calculate the degree of financial leverage at both
22,000 and 31,000 bags. (Round your answers to 2 decimal
places.)
e. What is the degree of combined leverage at both
22,000 and 31,000 bags? (Round your answers to 2 decimal
places.)
A) break even sales = fixed costs/ contribution
Contribution = sale price - variable costs = $ 25 per bag - 50pound per bag × 0.25 per pound =$ 12.5 per bag
Break even point = $ 95,000 /12.5 = 7,600 bag
B) EBIT :_
Particulars | At 10,000 units | At 31,000 units |
Sales | 250,000 | 775,000 |
Less- variable costs | 125,000 | 387,500 |
Contribution | 125,000 | 387,000 |
Less-fixed cost | 95,000 | 95,000 |
EBIT | 30,000 | 292,500 |
C) Degree of operating leverage:_
Particulars | At 22,000 units | At 31,000 units |
Sales | 550,000 | 775,000 |
Less- variable costs | 275,000 | 387,500 |
Contribution | 275,000 | 387,500 |
Less-fixed cost | 95,000 | 95,000 |
EBIT | 180,000 | 292,500 |
Degree of operating leverage | 1.53 | 1.32 |
DOL = CONTRIBUTION / EBIT
D) Degree of financial leverage:
Particulars | At 22,000 units | At 31,000 units |
Sales | 550,000 | 775,000 |
Less- variable costs | 275,000 | 387,500 |
Contribution | 275,000 | 387,500 |
Less-fixed cost | 95,000 | 95,000 |
EBIT | 180,000 | 292,500 |
Less- interest payment | 8000 | 8000 |
EBT | 172,000 | 284,500 |
Degree of Financial leverage | 1.05 | 1.03 |
DFL = EBIT / EBT
E) Combined leverage:-
Particulars | at 22,000 | At 31,000 |
DOL | 1.53 | 1.32 |
DFL | 1.05 | 1.03 |
Combined leverage | 1.61 | 1.36 |
Combined leverage = DOL ×DFL