In: Accounting
Break-Even Sales: Sales for Target Profit Health-Temp Company is a placement agency for temporary nurses. It serves hospitals and clinics throughout the metropolitan area. Health-Temp Company believes it will place temporary nurses for a total of 23,500 hours next year. Health-Temp charges the hospitals and clinics $90 per hour and has variable costs of $75.60 per hour (this includes the payment to the nurse). Total fixed costs equal $321,000.
Required:
1. Calculate the contribution margin per unit and the contribution margin ratio.
2. Calculate the sales revenue needed to break even.
3. Calculate the sales revenue needed to achieve a target profit of $100,000.
4. What if Health-Temp had target operating income (profit) of $110,000? Would sales revenue be larger or smaller than the one calculated in Requirement 3? Why? By how much?
Show computation please.
A |
Revenue per hour |
$ 90.00 |
B |
Variable cost per hour |
$ 75.60 |
C=A-B [Answer 1] |
Contribution margin per unit |
$ 14.40 |
D=C/A [Answer 1] |
Contribution margin ratio |
16% |
E |
Fixed Cost |
$ 3,21,000.00 |
F=E/D [Answer 2] |
Sales Revenue needed to Break EVen |
$ 20,06,250.00 |
A |
Fixed Cost |
$ 3,21,000.00 |
B |
Target Profit |
$ 1,00,000.00 |
C=A+B |
Total contribution required for target profit |
$ 4,21,000.00 |
D [calculated above] |
Contribution margin per unit |
$ 14.40 |
E=C/D |
No. of hours required |
29236.11111 |
F |
Revenue per hour |
$ 90.00 |
E=E x F [Answer 3] |
Revenue required for target profit |
$ 26,31,250.00 |
A |
Fixed Cost |
$ 3,21,000.00 |
B |
Target Profit |
$ 1,10,000.00 |
C=A+B |
Total contribution required for target profit |
$ 4,31,000.00 |
D [calculated above] |
Contribution margin per unit |
$ 14.40 |
E=C/D |
No. of hours required |
29930.55556 |
F |
Revenue per hour |
$ 90.00 |
E=E x F [Answer 4] |
Revenue required for target profit |
$ 26,93,750.00 |
Revenue required under Answer 4 is GREATER than whats required in Answer 3 because the requirement for Target Profits have increased from $100,000 to $110,000