There are five products and their optimal order intervals are computed as below. Following the optimal power-of-2 policy, build an order schedule for 10 weeks in terms of when/what/how much to order. Use D=1,000 units/year for each product (1 year = 52 weeks). Product A: 1.5 weeks Product B: 1.7 weeks Product C: 2.8 weeks Product D: 2.9 weeks Product E: 5.0 weeks

Advanced Engineering Mathematics
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There are five products and their optimal
order intervals are computed as below.
Following the optimal power-of-2 policy,
build an order schedule for 10 weeks in
terms of when/what/how much to order.
Use D=1,000 units/year for each product (1
year = 52 weeks).
Product A: 1.5 weeks
Product B: 1.7 weeks
Product C: 2.8 weeks
Product D: 2.9 weeks
Product E: 5.0 weeks
Transcribed Image Text:There are five products and their optimal order intervals are computed as below. Following the optimal power-of-2 policy, build an order schedule for 10 weeks in terms of when/what/how much to order. Use D=1,000 units/year for each product (1 year = 52 weeks). Product A: 1.5 weeks Product B: 1.7 weeks Product C: 2.8 weeks Product D: 2.9 weeks Product E: 5.0 weeks
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