Question: 4) The time-phased net requirements for the base assembly in a table lamp over the next five weeks are Week 9 10 11 12 13

4) The time-phased net requirements for the base

4) The time-phased net requirements for the base assembly in a table lamp over the next five weeks are Week 9 10 11 12 13 Net Requirements 350 460 480 420 500 Assume K = $180 and h = $0.25, find the optimal lot sizes using the Wagner- Whitin algorithm. s=9, t=9: C(9,9) = s=10, t=9: C(9,10) = s=10, t=10: C(10,10) = s=11, t=9: C(9,11) = s=11, t=10: C(10,11) = s=11, t=11: C(11,11) = s=12, t=9: C(9,12)= s=12, t=10: C(10,12)= s=12, t=11: C(11,12) = s=12, t=12: C(12,12) = s=13, t=9: C(9,13) = s=13, t=10: C(10,13) = s=13, t=11: C(11,13) = s=13, t=12: C(12,13) = s=13, t=13: C(13,13) = 4) The time-phased net requirements for the base assembly in a table lamp over the next five weeks are Week 9 10 11 12 13 Net Requirements 350 460 480 420 500 Assume K = $180 and h = $0.25, find the optimal lot sizes using the Wagner- Whitin algorithm. s=9, t=9: C(9,9) = s=10, t=9: C(9,10) = s=10, t=10: C(10,10) = s=11, t=9: C(9,11) = s=11, t=10: C(10,11) = s=11, t=11: C(11,11) = s=12, t=9: C(9,12)= s=12, t=10: C(10,12)= s=12, t=11: C(11,12) = s=12, t=12: C(12,12) = s=13, t=9: C(9,13) = s=13, t=10: C(10,13) = s=13, t=11: C(11,13) = s=13, t=12: C(12,13) = s=13, t=13: C(13,13) =

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