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 May 16, 2025

Hire our experts to get assignment help on HA2011 Management Accounting

HA2011 Management Accounting Assignment Help

Week 7 (Topic 6) – Activity-based costing

Activity

Cost (C)

Driver (D)

Cost to be allocated to

Cheap

Econo

Deluxe

Total

 

 

 

Z = C x D / ΣD

 

 

 

Material handling

            225,000

Number of parts

         100,000

           75,000

           50,000

         225,000

Material insertion

         2,475,000

Number of parts

     1,100,000

         825,000

         550,000

     2,475,000

Automated machinery

            840,000

Machine hours

         240,000

         360,000

         240,000

         840,000

Finishing

            170,000

Labour hours

         100,000

           50,000

           20,000

         170,000

Packaging

            170,000

Orders shipped

         100,000

           50,000

           20,000

         170,000

Total manufacturing cost

         3,880,000

 

     1,640,000

     1,360,000

         880,000

     3,880,000

Units manufactured

 

 

           10,000

              5,000

              2,000

 

Cost per unit

 

 

                 164

                 272

                 440

 

Hence the cost per unit of cheap is $164.

Information relating to cost drivers of each product is as follows:

 

Cheap

Econo

Deluxe

Total

Units to be produced [P]

               10,000

                    5,000

              2,000

           17,000

Orders to be shipped

                 1,000

                        500

                 200

              1,700

Number of parts per unit [a]

                        10

                          15

                    25

                    50

Total number of parts [a x P]

            100,000

                  75,000

           50,000

         225,000

Machine hours per unit [b]

                          1

                             3

                      5

                      9

Total machine hours [b x P]

               10,000

                  15,000

           10,000

           35,000

Labour hours per unit [c]

                          2

                             2

                      2

                      6

Total labour hours [c x P]

               20,000

                  10,000

              4,000

           34,000

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Week 8 (Topic 7) – Budgeting

The budgeted requirements for each month are as follows:

 

July

August

Budgeted production (units)

            180,000

               200,000

Direct material required @ 0.5kg per unit (kg)

               90,000

               100,000

Direct material required for next month production

@ 10% of the budget

 N/A

                  10,000

Hence the purchases required can be computed as follows:

Purchases required to meet current month production (July) [units in kgs]

                  90,000

Purchases required to meet 10% budgeted requirements of next month (August) i.e. closing stock required

                  10,000

Total materials required

 

               100,000

Less: Opening stock of materials

 

                  (5,000)

Purchases required during July

 

                  95,000

Hence, 95,000 kg of material needs to be purchased during the month of July.

Week 9 (Topic 8) – Variance Analysis

The total material variance is the sum of material price variance and material usage variance. This is computed as follows:

 

 

Standard

Actual

Variance

Production (units)

A

                    3,000

              3,000

 

Material usage per unit of product (kg)

B

                       2.50

                2.67

($1,500)

Purchase price of material (per kg)

C

$3

$3.1

($800)

Standard price of material per unit of product

D = B x C

$7.50

$8.27

 

Total material purchased and used (kg)

E = A x B

                    7,500

              8,000

 

 

 

 

 

 

Total material cost

F = C x E

$22,500.0

$24,800.0

($2,300.0)

 

 

 

 

Adverse

As a result, an adverse total material variance of $2,300 is computed, which is the sum of two adverse variances as shown above.

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