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.
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
A book store is attempting to determine the EOQ for a p opular b o ok....
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answers
Baker Mfg Inc. wishes to compare its inventory turnover to those
of industry leaders, who have turnover of about
1313
times per year and
88 %
of their assets invested in inventory.
Baker Mfg. Inc.
Net Revenue
$27 comma 50027,500
Cost of sales
$19 comma 41019,410
Inventory
$1 comma 2901,290
Total assets
$17 comma 82017,820
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