In: Accounting
Segmented Income Statements, Adding and Dropping Product Lines
Dantrell Palmer has just been appointed manager of Kirchner Glass Products Division. He has two years to make the division profitable. If the division is still showing a loss after two years, it will be eliminated, and Dantrell will be reassigned as an assistant divisional manager in another division. The divisional income statement for the most recent year is as follows:
Sales | $4,590,000 | ||
Less: Variable expenses | 3,953,450 | ||
Contribution margin | $636,550 | ||
Less: Direct fixed expenses | 675,000 | ||
Divisional margin | $(38,450) | ||
Less: Common fixed expenses (allocated) | 200,000 | ||
Divisional profit (loss) | $(238,450) |
Upon arriving at the division, Dantrell requested the following data on the division’s three products:
Product A | Product B | Product C | |||||
Sales (units) | 12,000 | 14,500 | 10,000 | ||||
Unit selling price | $150 | $120 | $70 | ||||
Unit variable cost | $100 | $83 | $107 | ||||
Direct fixed costs | $100,000 | $430,000 | $250,000 |
He also gathered data on a proposed new product (Product D). If this product is added, it would displace one of the current products; the quantity that could be produced and sold would equal the quantity sold of the product it displaces, although demand limits the maximum quantity that could be sold to 20,000 units. Because of specialized production equipment, it is not possible for the new product to displace part of the production of a second product. The information on Product D is as follows:
Unit selling price | $80 | ||
Unit variable cost | 30 | ||
Direct fixed costs | 230,000 |
Required:
1. Prepare segmented income statements for Products A, B, and C.
Kirchner Glass Products Division | ||||
Segmented Income Statement | ||||
Products | ||||
A | B | C | Total | |
Sales | $ | $ | $ | $ |
Less: Variable expenses | ||||
Contribution margin | $ | $ | $ | $ |
Less: Direct fixed expenses | ||||
Product margin | $ | $ | $ | $ |
Less: Common fixed expenses | ||||
Operating income (loss) | $ |
Feedback
Do not forget common fixed costs are added at the Division level.
Which product has the highest product margin?
Feedback
Look at profit margin for each product.
2. Assume that Dantrell decides to produce products A and D for the coming year. Prepare the segmented income statements for these two products.
Kirchner Glass Products Division | |||
Segmented Income Statement | |||
Products | |||
A | D | Total | |
Sales | $ | $ | $ |
Less: Variable expenses | |||
Contribution margin | $ | $ | $ |
Less: Direct fixed expenses | |||
Product margin | $ | $ | $ |
Less: Common fixed expenses | |||
Operating income | $ |
By how much will profits improve given the combination assumed
above? Enter your answer in dollars.
$
Answer :-
Required 1:-
Particular | A | B | C | total |
Sales in Units | 12,000 | 14,500 | 10000 | |
Sales (Sales in Unit ×Unit selling price of each product ) | $1,800,000 | $1,740,000 | $700,000 | $4,240,000 |
Less :-Variable cost (Sales in Unit × Unit variable cost) | 1,200,000 | 1,203,500 | 1,070,000 | 3,473,500 |
Contribute margin | $600,000 | $536,500 | $(370,000) | $766,500 |
Less :-Direct fixed costs | 100,000 | 430,000 | 250,000 | 780,000 |
Product margin | 500,000 |
106,500 |
(620,000) | (13,500) |
Less :-common fixed expenses | 200,000 | |||
Operating profit (loss) |
($213,500) |
Product A has highest Profit Margin
Required 2 :-
Since Product C has negative profit margin so we would replace it with Product D. It produces same quantity as Product C ie 10000 units.
A | D | total | |
Sales in Unit | 12,000 | 10,000 | 22,000 |
Sales (Sales in Units × Selling price of each product) |
$1,800,000 | $800,000 | $2,600,000 |
Less :-variable cost (Sales in Unit × Unit variable Costs) | 1,200,000 | 300,000 | 1,500,000 |
Contribution margin | $600,000 | $500,000 | $1,100,000 |
Less:- direct fixed costs | 100,000 | 230,000 | 330,000 |
Product margin | $500,000 | $270,000 | $770,000 |
Less :-common fixed expenses (given) | 200,000 | ||
Operating profit (loss) | $570,000 |
Profits improve given the combination assumed above are 1
Profit improve = $570,000 - (-$213,500)
Profit improved by $783,500