I tried all solutions and numbers for b and c and nothing seemed to be right.
Answer :
a. Reconstruct income statement using contribution margin format-
JOEL COMPANY | |
Income Statement | |
For the Year Ended 31 December, 2018 | |
Sales revenue | $ 250,000 |
Less : Variable Costs | |
Cost of goods sold |
(130,000) |
Sales commission |
(25,000) |
Shipping and handling expenses |
(2,000) |
Contribution Margin | $ 93,000 |
Less : Fixed Costs | |
Administrative salaries |
(30,000) |
Advertising expense |
(20,000) |
Depreciation expense |
(24,000) |
Net Income (EBIT) |
$ 19,000 |
b. | Operating Leverage | 4.89 | times |
c. | Net income | $ 28,291 |
Working Notes :
1. Operating Leverage = Contribution Margin ÷ EBIT
= 93,000 / 19,000 = 4.89 ( or rounded to 4.90)
2. Degree of Operating Leverage
= % Change in EBIT ÷ % Change in Sales
That is,
4.89 = % change in EBIT ÷ 10
% Change in EBIT = 4.89 × 10 = 48.9
3. % Change in EBIT (Net Income ) =
(Change in Net income ÷ Net Income ) × 100
48.9 =( Change in Net income ÷ 19,000) × 100
Change in Net income = $ 9,291** ( See below)
4. New Net Income = $ 19,000 + 9,291 = $ 28,291
** If not rounded, your in Net Income is $ 28,300.
That is, change in net income =[{(93,000/19,000)×10}×19000] ÷ 100 = 9,300
I tried all solutions and numbers for b and c and nothing seemed to be right....
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