Answer-
1) a) Budgeted Indirect Cost rate = Budgeted Indirect costs/Budgeted Direct Labor hours
Budgeted Indirect costs = $8,100,000
Budgeted Direct Labor hours = 135,000 hours
Budgeted Indirect Cost rate = $8,100,000/135,000 hrs = $60 per DLH
b) Actual Indirect Cost rate = Actual Indirect costs/Actual Direct Labor hours
Actual Indirect costs = $7,470,000
Actual Direct Labor hours = 166,000 hours
Actual Indirect Cost rate = $7,470,000/166,000 hrs = $45 per DLH
These rates differ because both the numerator and the denominator in the two calculations are different - one based on budgeted numbers and the other based on actual numbers.
2) a) In normal costing budgeted rate per hour is used for calculating indirect cost for each job.
(Normal Costing) Indirect costs = Budgeted indirect cost rate*Direct Labor Hours
Laguna Model = $60 per DLH*960 hours = $57,600
Mission Model = $60 per DLH*1,080 hours = $64,800
Calculation of total cost using normal costing for each model (Amount in $)
Normal Costing | Laguna Model | Mission Model |
Direct Costs | ||
Direct Materials cost | 106,430 | 127,550 |
Direct Labor cost | 36,875 | 41,750 |
Indirect costs | ||
Assembly Support costs | 57,600 | 64,800 |
Total costs | 200,905 | 234,100 |
b) In actual costing actual rate per hour is used for calculating indirect cost for each job.
(Actual Costing) Indirect costs = Actual indirect cost rate*Direct Labor Hours
Laguna Model = $45 per DLH*960 hours = $43,200
Mission Model = $45 per DLH*1,080 hours = $48,600
Calculation of total cost using actual costing for each model (Amount in $)
Normal Costing | Laguna Model | Mission Model |
Direct Costs | ||
Direct Materials cost | 106,430 | 127,550 |
Direct Labor cost | 36,875 | 41,750 |
Indirect costs | ||
Assembly Support costs | 43,200 | 48,600 |
Total costs | 186,505 | 217,900 |
3) Avery Construction might prefer normal costing over actual costing because normal costing enables Avery to report a job cost as soon as the job is completed, assuming that both the direct materials and direct labor costs are known at the time of use. Once the 960 direct labor hours are known for the Laguna model, Avery can compute the $200,905 cost figure using normal costing. Avery can use this information to manage the costs of the Laguna model job as well as to bid on similar jobs later in the year. In contrast, Avery has to wait until the December 2017 year end to compute the $186,505 cost of the Laguna Model using actual costing.
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