In: Accounting
Sanborn Motors is a small car dealership. On average, it sells a car for $29,000, which it purchases from the manufacturer for $25,000. Each month, Sanborn Motors pays $59,800 in rent and utilities and $72,000 for salespeople's salaries. In addition to their salaries, salespeople are paid a commission of $800 for each car they sell. Sanborn Motors also spends $9,000 each month for local advertisements. Its tax rate is 40%.
Requirement 1
How many cars must Sanborn Motors sell each month to break even?
Requirement 2
Sanborn Morots has a target monthly net income of $57,600. What is the targeted monthly operating income? How many cars must be sold each month to reach the target monthly net income of $57,600?
A |
Sale price per car |
$29,000 |
|
Variable purchase cost per car |
$25,000 |
||
Commission per car |
$800 |
||
B |
Total variable cost per car |
$25,800 |
|
C = A - B |
Contribution margin per car |
$3,200 |
Rent & Utilities |
$59,800 |
Salesperson Salaries |
$72,000 |
Local advertisements |
$9,000 |
Total Fixed Cost |
$140,800 |
Answer= 44 cars
A |
Total Fixed Cost |
$140,800 |
B |
Contribution margin per car |
$3,200 |
C= A/B |
Break Even in no. of cars |
44 |
--Net Income targeted is $
57,600
--Tax Rate is 40%. Hence above Net Income would be = Operating
Income – (Operating Income x 40%)
--Operating Income = Net Income after tax / (100% - tax rate ) =
57600 / 60% = $ 96,000
Answer: Operating Income = $ 96,000
A |
Target Net Income [before tax] |
$96,000 |
B |
Total Fixed Cost |
$140,800 |
C = A+B |
Total Contribution margin required to earn target Income |
$236,800 |
D |
Contribution margin per car |
$3,200 |
E = C/D |
No. of cars required to be sold = Answer |
74 |