Production and Operations Analysis, Seventh Edition
Production and Operations Analysis, Seventh Edition
7th Edition
ISBN: 9781478623069
Author: Steven Nahmias, Tava Lennon Olsen
Publisher: Waveland Press, Inc.
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Chapter 8.2, Problem 11P

(a)

Summary Introduction

Interpretation:The MPS of the computer is to be calculated.

Concept Introduction:

The optimal order policy is known as economic order quantity (EOQ) which is used to order the different quantities in such way that minimizes the holding cost and ordering cost.

(b)

Summary Introduction

Interpretation: The planned order release for the motherboard assuming a lot-for-lot scheduling is to be determined.

Concept Introduction:

The optimal order policy is known as economic order quantity (EOQ) which is used to order the different quantities in such way that minimizes the holding cost and ordering cost.

(c)

Summary Introduction

Interpretation: The schedule of outside orders for the disk drivers is to be determined.

Concept Introduction:

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a. Determine the planned order release for the motherboards in the problem given assuming that one uses the EOQ formula to schedule production. Use K = $180 and h = 0.40.b. Using the results from part (a), determine the gross requirements schedule for the DRAM chips, which are ordered from an outside supplier. The order cost is $25.00, and the holding cost is $0.01 per chip per week. What order schedule with the vendor results if the EOQ formula is used to determine the lot size?c. Repeat the calculation of part (b) for the add-in boards. Use the same value of the setup cost and a holding cost of 28 cents per board per week.
Catlea Merchandising is engaged in selling school shoesfor both boys and girls in their teenage years. Catlea needs 32,000 pairs of shoes in a year in order to satisfy the market demand. It costs ₱ 48 to place an order while ₱ 8 is needed to hold each quantity of shoe in Catlea's inventory. Upon checking on Catlea's supplier, it takes 8 days in between placing an order and eventually receiving it. a. Determine the Economic Order Quantityb. Determine the number of order per monthc. Determine the reorder point
Basic EOQ. This type of problem can be recognized when annual demand (D), ordering cost (S), andholding or carrying cost per unit (H) are given. Use Formula 13–2 for order quantity, Formula 13–1for total cost, and D/Q for number of orders a year.A toy manufacturer uses approximately 32,000 silicon chips annually. The chips are used at asteady rate during the 240 days a year that the plant operates. Annual holding cost is $3 per chip, andordering cost is $120. Determine the following:a. The optimal order quantityb. The number of workdays in an order cycle
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