Due to erratic sales of its sole producta highcapacity batte
Solution
Answers
A
Contribution margin
$ 209,600.00
B
No. of units
13,100
C=A/B
Unit Contribution margin
$ 16.00
D
Sales
$ 524,000.00
E=(A/D) x 100
CM Ratio
40%
F
Fixed expenses
$ 233,600.00
G = F/C
Break Even point in Units
14600
H = F/E or G x $40 sales price
Break Even point in Dollars
$ 584,000.00
A
Increase in Sales
$ 85,000.00
B
CM Ratio
40%
C=A x B
Increase in Contribution margin
$ 34,000.00
D
Increase in Fixed Cost
$ 6,100.00
E = C - D
Net Operating Income INCREASED by
$ 27,900.00
Working
For 13,100 x 2 = 26,200 units
A = ($ 40 - 10%) x 26,200
Sales revenue
$ 943,200.00
B = (314400/13100) x 26200
Variable Cost
$ 628,800.00
C = A - B
Contribution Margin
$ 314,400.00
D = 233,600 existing + $39,000
Fixed Cost
$ 272,600.00
E=C - D
Net Operating Income
$ 41,800.00
A
Existing Unit Contribution margin
$ 16.00
B
Increased packaging cost
$ 0.70
C=A-B
New Unit Contribution will be
$ 15.30
D
Desired profits
$ 4,900.00
E
Fixed Cost
$ 233,600.00
F=D+E
Total contribution required to be earned to earn target profit
$ 238,500.00
G=F/C
Sales unit for earning desired profits
15,588
Part ‘a’
A
Existing Sale price
$ 40.00
B
Existing Variable cost
$ 24.00
C= B x 50%
Variable cost after automation
$ 12.00
D=A - C
New Unit Contribution margin
$ 28.00
E = (D/A) x 100
CM Ratio
70%
F = 233600 + 55000
Fixed cost after automation
$ 288,600.00
G = F/D
Break Even point in Units
10307
H = F/E
Break Even point in dollars
$ 412,286
Part ‘b’
Not Automated
Automated
Total
Per Unit
%
Total
Per Unit
%
Sales Revenue
$ 836,000.00
$ 40.00
100%
$ 836,000.00
$ 40.00
100%
Variable cost
$ 501,600.00
$ 24.00
60%
$ 250,800.00
$ 12.00
30%
Contribution margin
$ 334,400.00
$ 16.00
40%
$ 585,200.00
$ 28.00
70%
Fixed Cost
$ 233,600.00
$ 288,600.00
Net Operating Income
$ 100,800.00
$ 296,600.00
| A | Contribution margin | $ 209,600.00 | 
| B | No. of units | 13,100 | 
| C=A/B | Unit Contribution margin | $ 16.00 | 
| D | Sales | $ 524,000.00 | 
| E=(A/D) x 100 | CM Ratio | 40% | 
| F | Fixed expenses | $ 233,600.00 | 
| G = F/C | Break Even point in Units | 14600 | 
| H = F/E or G x $40 sales price | Break Even point in Dollars | $ 584,000.00 | 





