Alphabet Inc. has a manufacturing plant with three service departments (A, B and C) and a single operating department (D). Following are the hours of service (measured in direct labor hours) expected to be provided by A, B and C for this year.

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Alphabet Inc. has a manufacturing plant with three service departments (A, B and C) and a single operating department (D).  Following are the hours of service (measured in direct labor hours) expected to be provided by A, B and C for this year.

 

Estimated Service Provided To                

Dept. A           Dept. B           Dept. C           Dept. D           Totals

Service Dept. A                      —-                   750                  750              1,500              3,000

Service Dept. B                      600                 —-                 1,200                 200              2,000

Service Dept. C                    1,200              1,800                —-                 1,000              4,000

 

Support department costs are:

 

Department A           $  8,500

Department B           $15,000

Department C           $  7,500

Department D           $  9,000

 

 

  1. Under the step-down method, using the most popular sequence, which service departments’ costs will be allocated first, second, and third?
  2. Carry out the step-down method of allocating the service department costs. (Show all the steps; Round all allocations to the nearest dollar).
  3. Write the linear equations you would need to reflect the relationships among the various service departments using the reciprocal method of allocating service department costs.
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  1. Under the step-down method, using the most popular sequence, which service departments’ costs will be allocated first, second, and third?

 

A to other service departments : (750+750)/3,000 = .50

 

B to other service departments : (600+1,200)/2,000 = .90

 

C to other service departments : (1,200+1,800)/4,000 = .75

 

The sequence is B, C, A

 

 

 

 

 

  1. Carry out the step-down method of allocating the service department costs. (Show all the steps; Round all allocations to the nearest dollar).

 

  B C A D
Costs $15,000 $7,500 $8,500 $9,000
Allocate B

(1,200/2,000; 600/2,000; 200/2,000)

 

(15,000)

 

9,000

 

4,500

 

1,500

Allocate C

(1,200/2,200; 1,000/2,200)

 

 

 

(16,500)

 

9,000

 

7,500

Allocate A     (22,000) 22,000
  Totals -0- -0- -0- 40,000

 

 

  1. Write the linear equations you would need to reflect the relationships among the various service departments using the reciprocal method of allocating service department costs.

 

A = $8,500 + .3B + .3C *

 

B = $15,000 + .25A + .45C **

 

C = $7,500 + .25A + .6B ***

 

* 600/2,000 = .30; 1,200/4,000 = .30

**750/3,000 = .25; 1,800/4,000 = .45

***750/3,000 = .25; 1,200/2,000 = .60

 

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