Question

In: Accounting

Make sure to read the activity notes before you attempt this activity. Detailed instructions for completing...

Make sure to read the activity notes before you attempt this activity. Detailed
instructions for completing the activity are included in the notes.  
Make sure to work all the problems in this activity. The activity includes three
problems, each on a different worksheet (see the tabs below: Problem 1,  
Problem 2, etc.)
Red Book Inc.
Book sales during the first four months of the year were:
Month # of Books Sold
Jan               39
Feb               88
Mar               46
Apr               65
Red management gathered the following information regarding the cost to sell
books:
Cost of Wages Cost of Insurance Cost of Books Cost of Rent
Jan $        351 $     3,400 $        117 $        800
Feb             792         3,400             264             800
Mar             414         3,400             138             800
Apr             585         3,400             195             800
Problem 1
Determine the classification (variable or fixed) of each of the four types of cost.
Type of Cost Classification
Cost of Wages Variable  
Cost of Insurance fixed
Cost of Materials Variable  
Cost of Rent fixed
Red Book Inc.
Problem 2   
Prepare a cost equation for each type of cost (wages, insurance, books, and rent)
Type of Cost Cost Equation
Cost of Wages
Cost of Insurance
Cost of Materials
Cost of Rent
Problem 3
Red Book management would like an estimate of total cost for the following activity levels
(combine the cost equations for each type of cost into a total equation)
Activity Level Total Cost
22 books
53 books
82 books

Solutions

Expert Solution

Solution 1:

Cost classification:

Cost of wages = Variable

Cost of insurance = Fixed

Cost of books = Variable

Cost of Rent - Fixed

Solution 2:

Cost Equation:

Per unit cost of wages = $351/39 = $9 per book

Cost of wages = 0 + $9 X where x is nos of unit sold

Cost of insurance = $3,400 + 0X

Cost of Books = 0 + $3 X where x is nos of unit sold

Cost of Rent = $800 + 0X

Solution 3:

Total cost equation = ($0 + $3,400 + $ 0 + $800) + ($9 X + $0X + $3X + $0X)

= $4,200 + $12 X

Cost of 22 books = $4,200 + $12*22 = $4,464


Cost of 53 books = $4,200 + $12 * 53 = $4,836

Cost of 82 books = $4,200 + $12*82 = $5,184


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