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Inventory
Management

McGraw-Hill/Irwin

Copyright © 2007 by The McGraw-Hill Companies, Inc. All rights reserved.
Learning Objectives







Define the term inventory and list the major
reasons for holding inventories; and list the main
requirements for effective inventory management.
Discuss the nature and importance of service
inventories
Discuss periodic and perpetual review systems.
Discuss the objectives of inventory management.
Describe the A-B-C approach and explain how it
is useful.

12-2
Learning Objectives






Describe the basic EOQ model and its
assumptions and solve typical problems.
Describe the economic production quantity
model and solve typical problems.
Describe the quantity discount model and
solve typical problems.
Describe reorder point models and solve
typical problems.
Describe situations in which the singleperiod model would be appropriate, and
solve typical problems.
12-3
Inventory
Inventory: a stock or store of goods

Dependent Demand

A

C(2)

B(4)

D(2)

Independent Demand

E(1)

D(3)

F(2)

Independent demand is uncertain.
Dependent demand is certain.
12-4
Inventory Models
 Independent demand – finished goods, items
that are ready to be sold
 E.g. a computer

 Dependent demand – components of
finished products
 E.g. parts that make up the computer

12-5
Types of Inventories
 Raw materials & purchased parts
 Partially completed goods called
work in progress
 Finished-goods inventories


(manufacturing firms)
or merchandise
(retail stores)

12-6
Types of Inventories (Cont’d)
 Replacement parts, tools, & supplies
 Goods-in-transit to warehouses or
customers

12-7
Functions of Inventory
 To meet anticipated demand
 To smooth production requirements (to build
inventories during preseason period)
 To decouple operations (in terms of
operational difficulties)
 To protect against stock-outs

12-8
Functions of Inventory (Cont’d)
 To take advantage of order cycles (to
produce in economic lot size)
 To help hedge against price increases
 To permit operations (work in progress
inventory)
 To take advantage of quantity
discounts
12-9
Objective of Inventory Control
 To achieve satisfactory levels of
customer service while keeping
inventory costs within reasonable
bounds
 Level of customer service
 Costs of ordering and carrying inventory

Inventory turnover is the ratio of
average cost of goods sold to
average inventory investment.
12-10
Effective Inventory Management
 A system to keep track of inventory
 A reliable forecast of demand
 Knowledge of lead times
 Reasonable estimates of
 Holding costs
 Ordering costs
 Shortage costs

 A classification system
12-11
Inventory Counting Systems
 Periodic System
Physical count of items made at periodic
intervals (Manager periodically check the shelves)

 Perpetual Inventory System (Continuous)
System that keeps track
of removals from inventory
continuously, thus
monitoring
current levels of
each item
12-12
Inventory Counting Systems
(Cont’d)
 Two-Bin System - Two containers of
inventory; reorder when the first is
empty
 Universal Bar Code - Bar code
printed on a label that has
information about the item
to which it is attached
0
214800 232087768

12-13
Key Inventory Terms
 Lead time: time interval between
ordering and receiving the order
 Holding (carrying) costs: cost to carry
an item in inventory for a length of time,
usually a year
 Ordering costs: costs of ordering and
receiving inventory
 Shortage costs: costs when demand
exceeds supply
12-14
ABC Classification System

Figure 12.1

Classifying inventory according to some
measure of importance and allocating
control efforts accordingly.

A - very important
B - mod. important
C - least important

High
Annual
$ value
of items

A
B
C

Low
Low

High

Percentage of Items
12-15
Economic Order Quantity Models
 Economic order quantity (EOQ) model
 The order size that minimizes total annual
cost

 Economic production model

12-16
Assumptions of EOQ Model
 Only one product is involved
 Annual demand requirements known
 Demand is even throughout the year
 Lead time does not vary
 Each order is received in a single
delivery
 There are no quantity discounts
12-17
Figure 12.2
Q
Quantity
on hand

The Inventory Cycle
Profile of Inventory Level Over Time

Usage
rate

Reorder
point

Receive
order

Place Receive
order order

Place Receive
order order

Time

Lead time
12-18
Total Cost
Annual
Annual
Total cost = carrying + ordering
cost
cost
TC =

Q
H
2

+

DS
Q

12-19
Cost Minimization Goal

Figure 12.4C

Annual Cost

The Total-Cost Curve is U-Shaped
Q
D
TC = H + S
2
Q

Ordering Costs
QO (optimal order quantity)

Order Quantity
(Q)
12-20
Minimum Total Cost
The total cost curve reaches its
minimum where the carrying and
ordering costs are equal.
Q
H
2

=

DS
Q

12-21
Deriving the EOQ
Using calculus, we take the derivative of
the total cost function and set the
derivative (slope) equal to zero and solve
for Q.
Q OPT =

2DS
=
H

2(Annual Demand)(Order or Setup Cost)
Annual Holding Cost

12-22
Example
A local distributor for a national tire company expects
to sell approximately 9,600 steel belted radial tires of a
certain cize and tread design next year. Annual
carrying cost is $16 per tire and ordering cost is $75.
The distributor operates 288 days a year.
a) What is the Economic Order Quantity?
b) How many times per year does the store Re-order?
c) What is the length of an order cycle?
d) What is the total annual cost if the EOQ quantity is
ordered?
12-23
Economic Production Quantity (EPQ)
 Production done in batches or lots
 Capacity to produce a part exceeds the
part’s usage or demand rate
 Assumptions of EPQ are similar to EOQ
except orders are received
incrementally during production

12-24
Economic Production Quantity
Assumptions








Only one item is involved
Annual demand is known
Usage rate is constant
Usage occurs continually
Production rate is constant
Lead time does not vary
No quantity discounts

12-25
Economic Run Size

Q0 =

2DS
p
H p− u

12-26
A toy Manufacturing uses 48,000 rubber weels per year for
its popular dump truck series. The firm makes its own
wheels, which it can produce at a rate of 800 per day. The
toy trucks are assembled uniformly over the entire year.
Carrying cost is $1 per wheel a year. Setup cost for a
production run of a wheels is $45. The firm operates 240
days per year. Determine the :a) Optimal run size (optimal quantity produced)
b) Minimum total annual cost for carrying cost and setup.
c) Cycle time for the optimal run size?
d) Run time

12-27
Quantity

Figure 12.12

Safety Stock

Maximum probable demand
during lead time
Expected demand
during lead time

ROP
Safety stock reduces risk of
stockout during lead time

Safety stock
LT

Time
12-28
THANKS

12-29

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Chapter 12 inventory management 1

  • 1. 12 Inventory Management McGraw-Hill/Irwin Copyright © 2007 by The McGraw-Hill Companies, Inc. All rights reserved.
  • 2. Learning Objectives      Define the term inventory and list the major reasons for holding inventories; and list the main requirements for effective inventory management. Discuss the nature and importance of service inventories Discuss periodic and perpetual review systems. Discuss the objectives of inventory management. Describe the A-B-C approach and explain how it is useful. 12-2
  • 3. Learning Objectives      Describe the basic EOQ model and its assumptions and solve typical problems. Describe the economic production quantity model and solve typical problems. Describe the quantity discount model and solve typical problems. Describe reorder point models and solve typical problems. Describe situations in which the singleperiod model would be appropriate, and solve typical problems. 12-3
  • 4. Inventory Inventory: a stock or store of goods Dependent Demand A C(2) B(4) D(2) Independent Demand E(1) D(3) F(2) Independent demand is uncertain. Dependent demand is certain. 12-4
  • 5. Inventory Models  Independent demand – finished goods, items that are ready to be sold  E.g. a computer  Dependent demand – components of finished products  E.g. parts that make up the computer 12-5
  • 6. Types of Inventories  Raw materials & purchased parts  Partially completed goods called work in progress  Finished-goods inventories  (manufacturing firms) or merchandise (retail stores) 12-6
  • 7. Types of Inventories (Cont’d)  Replacement parts, tools, & supplies  Goods-in-transit to warehouses or customers 12-7
  • 8. Functions of Inventory  To meet anticipated demand  To smooth production requirements (to build inventories during preseason period)  To decouple operations (in terms of operational difficulties)  To protect against stock-outs 12-8
  • 9. Functions of Inventory (Cont’d)  To take advantage of order cycles (to produce in economic lot size)  To help hedge against price increases  To permit operations (work in progress inventory)  To take advantage of quantity discounts 12-9
  • 10. Objective of Inventory Control  To achieve satisfactory levels of customer service while keeping inventory costs within reasonable bounds  Level of customer service  Costs of ordering and carrying inventory Inventory turnover is the ratio of average cost of goods sold to average inventory investment. 12-10
  • 11. Effective Inventory Management  A system to keep track of inventory  A reliable forecast of demand  Knowledge of lead times  Reasonable estimates of  Holding costs  Ordering costs  Shortage costs  A classification system 12-11
  • 12. Inventory Counting Systems  Periodic System Physical count of items made at periodic intervals (Manager periodically check the shelves)  Perpetual Inventory System (Continuous) System that keeps track of removals from inventory continuously, thus monitoring current levels of each item 12-12
  • 13. Inventory Counting Systems (Cont’d)  Two-Bin System - Two containers of inventory; reorder when the first is empty  Universal Bar Code - Bar code printed on a label that has information about the item to which it is attached 0 214800 232087768 12-13
  • 14. Key Inventory Terms  Lead time: time interval between ordering and receiving the order  Holding (carrying) costs: cost to carry an item in inventory for a length of time, usually a year  Ordering costs: costs of ordering and receiving inventory  Shortage costs: costs when demand exceeds supply 12-14
  • 15. ABC Classification System Figure 12.1 Classifying inventory according to some measure of importance and allocating control efforts accordingly. A - very important B - mod. important C - least important High Annual $ value of items A B C Low Low High Percentage of Items 12-15
  • 16. Economic Order Quantity Models  Economic order quantity (EOQ) model  The order size that minimizes total annual cost  Economic production model 12-16
  • 17. Assumptions of EOQ Model  Only one product is involved  Annual demand requirements known  Demand is even throughout the year  Lead time does not vary  Each order is received in a single delivery  There are no quantity discounts 12-17
  • 18. Figure 12.2 Q Quantity on hand The Inventory Cycle Profile of Inventory Level Over Time Usage rate Reorder point Receive order Place Receive order order Place Receive order order Time Lead time 12-18
  • 19. Total Cost Annual Annual Total cost = carrying + ordering cost cost TC = Q H 2 + DS Q 12-19
  • 20. Cost Minimization Goal Figure 12.4C Annual Cost The Total-Cost Curve is U-Shaped Q D TC = H + S 2 Q Ordering Costs QO (optimal order quantity) Order Quantity (Q) 12-20
  • 21. Minimum Total Cost The total cost curve reaches its minimum where the carrying and ordering costs are equal. Q H 2 = DS Q 12-21
  • 22. Deriving the EOQ Using calculus, we take the derivative of the total cost function and set the derivative (slope) equal to zero and solve for Q. Q OPT = 2DS = H 2(Annual Demand)(Order or Setup Cost) Annual Holding Cost 12-22
  • 23. Example A local distributor for a national tire company expects to sell approximately 9,600 steel belted radial tires of a certain cize and tread design next year. Annual carrying cost is $16 per tire and ordering cost is $75. The distributor operates 288 days a year. a) What is the Economic Order Quantity? b) How many times per year does the store Re-order? c) What is the length of an order cycle? d) What is the total annual cost if the EOQ quantity is ordered? 12-23
  • 24. Economic Production Quantity (EPQ)  Production done in batches or lots  Capacity to produce a part exceeds the part’s usage or demand rate  Assumptions of EPQ are similar to EOQ except orders are received incrementally during production 12-24
  • 25. Economic Production Quantity Assumptions        Only one item is involved Annual demand is known Usage rate is constant Usage occurs continually Production rate is constant Lead time does not vary No quantity discounts 12-25
  • 26. Economic Run Size Q0 = 2DS p H p− u 12-26
  • 27. A toy Manufacturing uses 48,000 rubber weels per year for its popular dump truck series. The firm makes its own wheels, which it can produce at a rate of 800 per day. The toy trucks are assembled uniformly over the entire year. Carrying cost is $1 per wheel a year. Setup cost for a production run of a wheels is $45. The firm operates 240 days per year. Determine the :a) Optimal run size (optimal quantity produced) b) Minimum total annual cost for carrying cost and setup. c) Cycle time for the optimal run size? d) Run time 12-27
  • 28. Quantity Figure 12.12 Safety Stock Maximum probable demand during lead time Expected demand during lead time ROP Safety stock reduces risk of stockout during lead time Safety stock LT Time 12-28