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Theory of Constraints
AB Manufacturing Co. Ltd produces two products, A and B. Both products require machining, and assembly and packaging. Total material cost and labour and machining requirements per unit are as follows:
Product A
Product B
Direct material
Direct labour
Machining time
$3.00
15 min
60 min
30 min
Last year's costs for the production of 20 000 units of A and 40 000 units of B were as follows:
$180 000
$250 000
Overhead
$280 000
Total costs
$710 000
Overhead costs were all fixed costs. The following data were derived in respect of overhead costs.
Activity
Cost
Driver
Cost Consumption
Machining
Setups Receiving Packing
$140 000
45 000
35 000
60 000
Machine hours
Number Setups Number Receipts Number Orders
20 000
100
300
800
50
200
400
Overhead costs and output are expected to be the same this year as last year. This year maximum sales will be 20 000 units of A and 40 000 units of B.
Required:
(a) Assuming that each activity's cost pool is allocated using a separate cost driver as indicated above, calculate the total overhead to be allocated to one unit of each product.
(b) Assume that this coming year machining will be a bottleneck resource with only 30 000 hours per annum available. Both products sell for $15 per unit. Based on the TOC philosophy, determine the appropriate product mix for this year which will maximise annual profits.
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