Question

A book store is attempting to determine the EOQ for a p opular b o ok....

A book store is attempting to determine the EOQ

for

a

p opular

b o ok.

The

store

sells

8000

copies

of

this

b o ok

p er

year.

The

store

gures

that

it

costs

$40

to

pro cess

each

new

order

for

b o oks.

The

carrying

cost

(due

primarily

to

interest

payments)

is

$2

p er

b o ok

,

to

b e

gured

on

the

average

inventory

during

a

year.

How

many

times

a

year

should

orders

b e

placed?

How

many

copies

of

the

b o ok

will

come

in

very

order?

What

is

the

minimum

inventory

cost

achieved?

Explain

VERY

WELL

why

these

are

the

solutions

requested.

Show

your work.

0 0
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Answer #1

EOQ = √2 Annual Demand x Ordering Cost / Carrying Cost per unit.

= √(2 x 8000 x 40) / 2

=√(640000) / 2

=566 units

Number of times orders will be placed during the year = Annual Demand / EOQ

= 8000/ 566

= 14 or 15 Times

How many copies of the book will come in every order = 566

What is the minimum inventory cost achieved = 566x 2 x 1/2 (On average inventory during a year)

= $ 566

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