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ECONOMIC ORDER QUANTITY
Meaning of ECQ
The Economic Order Quantity (ECQ) is the
number of units that a company should add to
inventory with each order to minimize the
total costs of inventory-such as holding costs,
order costs, and shortage costs.
The ECQ model finds the quantity that
minimizes the sum of these costs.
FORMULA
1. ECQ = √2AB ∕ CS
 A = Annual consumption or usage of
materials in units
 B = Buying cost per order / ordering cost
 C = Cost per units
 S = Storage and carrying cost percentage
per annum
PROBLEM
Find out the economic order quantity and the
number of orders per year from the following
information:
Monthly consumption 3,000 units
Cost per units Rs.54
Ordering cost Rs.150 per order
Inventory carrying cost 20% of the
average inventory.
SOLUTION
• ECQ = √2AB/CS
Number of order per year
A = Annual consumption
B = Buying cost per order
C = Cost per units
S = Storage and carrying cost percentage per
annum
Annual Usage / Consumption = 3000×12
= 3600
Number of order per year = 3600/1000
= 36
ECQ = √2(3600×150)/54×20/100
= √10800000/10.8
= √1000000
= 1000
Frequency of Order = Days or month in the year/
No . of order per annum
= 365/36
= 10 Days
(or)
= 12/36
= 1/3 month
An order is to be place once in 10 days are 1/3 of the
month for 1000 units each time.
THANKINGYOU
DONEBY
ELAMTHIC.V
NITHYASHRI.M

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Economic order quantity

  • 2. Meaning of ECQ The Economic Order Quantity (ECQ) is the number of units that a company should add to inventory with each order to minimize the total costs of inventory-such as holding costs, order costs, and shortage costs. The ECQ model finds the quantity that minimizes the sum of these costs.
  • 3. FORMULA 1. ECQ = √2AB ∕ CS  A = Annual consumption or usage of materials in units  B = Buying cost per order / ordering cost  C = Cost per units  S = Storage and carrying cost percentage per annum
  • 4. PROBLEM Find out the economic order quantity and the number of orders per year from the following information: Monthly consumption 3,000 units Cost per units Rs.54 Ordering cost Rs.150 per order Inventory carrying cost 20% of the average inventory.
  • 5. SOLUTION • ECQ = √2AB/CS Number of order per year A = Annual consumption B = Buying cost per order C = Cost per units S = Storage and carrying cost percentage per annum
  • 6. Annual Usage / Consumption = 3000×12 = 3600 Number of order per year = 3600/1000 = 36 ECQ = √2(3600×150)/54×20/100 = √10800000/10.8 = √1000000 = 1000
  • 7. Frequency of Order = Days or month in the year/ No . of order per annum = 365/36 = 10 Days (or) = 12/36 = 1/3 month An order is to be place once in 10 days are 1/3 of the month for 1000 units each time.