Showing posts with label income statement using the contribution margin format. Show all posts
Showing posts with label income statement using the contribution margin format. Show all posts

Thursday, 14 May 2020

The Blanket Company (TBC) manufactures two types of blankets. One is made of nylon. The other is made of wool. The budgeted per-unit contribution margin for each product follows.

The Blanket Company (TBC) manufactures two types of blankets. One is made of nylon. The other is made of wool. The budgeted per-unit contribution margin for each product follows.

 Nylon Wool
Sales price$136  $188 
Variable cost per unit (76)  (88)
Contribution margin per unit$60  $100 


TBC expects to incur annual fixed costs of $716,000. The relative sales mix of the products is 80 percent for Nylon and 20 percent for Wool.

Required
  1. Determine the total number of products (units of Nylon and Wool combined) TBC must sell to earn a $100,000 profit.
  2. How many units each of Nylon and Wool blankets must TBC sell to earn a $100,000 profit?
  3. Prepare an income statement using the contribution margin format.

Explanation

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The following income statement was drawn from the records of Franklin Company, a merchandising firm:

The following income statement was drawn from the records of Franklin Company, a merchandising firm:

FRANKLIN COMPANY
Income Statement
For the Year Ended December 31, Year 1
Sales revenue (6,500 units × $164)$1,066,000 
Cost of goods sold (6,500 units × $87) (565,500)
Gross margin 500,500 
Sales commissions (10% of sales) (106,600)
Administrative salaries expense (84,000)
Advertising expense (36,000)
Depreciation expense (45,000)
Shipping and handling expenses (6,500 units × $2) (13,000)
Net income$215,900 


Required
  1. Reconstruct the income statement using the contribution margin format.
  2. Calculate the magnitude of operating leverage.
  3. Use the measure of operating leverage to determine the amount of net income Franklin will earn if sales increase by 20 percent.

    Explanation
    a.
    Sales Revenue (6,500 units × $164) = $1,066,000
    Cost of goods sold (6,500 units × $87) = (565,500)
    Sales commissions (10% of Sales) = (106,600)
    Shipping and handling expenses (6,500 units × $2) = (13,000)

    b.
    Operating leverage =Contribution margin
    Net income

    Operating leverage =$380,900= 1.76 Times
    $215,900

    c.
    A 20 percent increase in sales revenue will produce a 35.2 percent increase in net income (i.e., 20 percent × 1.76 = 35.2 percent). Accordingly, net income would increase to $291,897 [i.e., $215,900 + ($215,900 × 0.352)].


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