Average weekly demand, D = (0+0+50+0+0+35+15+0+100+0)/10 = 20
Setup cost, S = $ 50
Holding cost, H = $ 2
EOQ = sqrt(2DS/H) = sqrt(2*20*50/2) = 32
(a) MRP based on EOQ is following:

FORMULAS:
| WEEK | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
| Gross requirements | 0 | 0 | 50 | 0 | 0 | 35 | 15 | 0 | 100 | 0 | |
| Scheduled receipts | |||||||||||
| Projected on hand | 0 | =MAX(0,B4-C2+C3+C6) | =MAX(0,C4-D2+D3+D6) | =MAX(0,D4-E2+E3+E6) | =MAX(0,E4-F2+F3+F6) | =MAX(0,F4-G2+G3+G6) | =MAX(0,G4-H2+H3+H6) | =MAX(0,H4-I2+I3+I6) | =MAX(0,I4-J2+J3+J6) | =MAX(0,J4-K2+K3+K6) | =MAX(0,K4-L2+L3+L6) |
| Net requirements | =MAX(0,C2-C3-B4) | =MAX(0,D2-D3-C4) | =MAX(0,E2-E3-D4) | =MAX(0,F2-F3-E4) | =MAX(0,G2-G3-F4) | =MAX(0,H2-H3-G4) | =MAX(0,I2-I3-H4) | =MAX(0,J2-J3-I4) | =MAX(0,K2-K3-J4) | =MAX(0,L2-L3-K4) | |
| Planned Order Receipts | =B7 | =C7 | =D7 | =E7 | =F7 | =G7 | =H7 | =I7 | =J7 | =K7 | |
| Planned Order Releases | 64 | 32 | 32 | 96 |
Sum of projected on hand = 0+0+14+14+14+11+28+28+24+24 = 157
Total cost = Number of order release * Setup cost + Sum of projected on hand * Holding cost per unit
= 4*50+157*2
= $ 514
(b) POQ
Review period = Q/D = 32/20 = 1.6 ~ 2 weeks
Order is relased every 2 weeks. Every order quantity is equal to next 2 weeks' requirement.
Resulting MRP is following:

Sum of projected on hand = 0+0+14+14+46+11+28+28+24+24 = 189
Total cost = Number of order release * Setup cost + Sum of projected on hand * Holding cost per unit
= 4*50+189*2
= $ 578
Q6) Hip Replacements, Inc., has a master production schedule for its newest model, as shown of 1 week. What are t...