(URGENT) PoMA annually consumes 10,000 units of component P. The carrying cost of this component is Rs.2 per unit per year and the ordering costs are Rs.100 per order. PoMA uses an order quantity of 500 units. The company operates 200 days per year, and the lead time for ordering component P is 14 days. What is the re-order point (in terms of units)?
No of Units of Consumption | A | Given | 10000 |
Carrying cost (per unit) | B | Given | 2 |
Ordering cost (per order) | C | Given | 100 |
Ordering Quantity units (per order) | D | Given | 500 |
No of days in a year | E | Given | 200 |
Lead Time (Days) | F | Given | 14 |
Average Daily Demand (Units) = Total Consumption/ No. of Days | G | A/E | 50 |
Re-order Point (Units)/EOQ= √2AO/C | √[(2*A*C)/B] | 1000 | |
√[(2*10000*100)/2] | |||
OR | |||
Lead Time Demand (Units) = Lead time x Average daily sales | H | F*G | 700 |
Safety stock level = Avg daily orders x Avg lead time) | I | F*G | 700 |
Reorder Point (ROP) = Demand during lead time + safety stock | H+I | 1400 | |
Note : Any method can be used though answer is different.
Get Answers For Free
Most questions answered within 1 hours.