Hello, i want to ask you Inventory cost =3.6(B1+B2)/2+3.75(B2+B3)/2+3.98(B3+B4)/2+4.28(B4+B5)/2+4.2(B5+B6)/2+3.9(B6+B7)/2, So, how to compute 3.6, 3.75, 3.98, 4.28, 4.2? And why 3.6X(B1+B2) and divide by 2? Also, i want to ask the objective function for this problem why is minimize, not maximize? Thank you for your help!
1. How to calculate inventory carrying cost of 3.6, 3.75, 3.98, 4.28, 4.20, 3.90..
Solution : These are inventory carrying cost that is equal to 1.5% of production cost of unit in same month ( refer paragh above the table in question)
Month 1 : 240 *1.5%= 3.6
Month 2 : 250*1.5% = 3.75
Month 3 : 265 *1.5% =3.98
Month 4: 285* 1.5% = 4.28
Month 5 = 280*1.5% = 4.20
Month 6 =260*1.5% = 3.90
Question 2. Why to divide by 2?
Solution : Since the inventory that needs to be considered for calculating the value of inventory carrying cost is to be average of inventory at the beginning and end of month.. the opening and closing inventory has been added and divided by 2 to reach at the average inventory..
Question 3. Why the objective is to minimise?
Solution : Objective is to minimise the Total inventory cost, both manufacturing and carrying cost. This is done to reduce expense and have a higher profit margins.
Hello, i want to ask you Inventory cost =3.6(B1+B2)/2+3.75(B2+B3)/2+3.98(B3+B4)/2+4.28(B4+B5)/2+4.2(B5+B6)/2+3.9(B6+B7)/2, So, how to compute 3.6, 3.75, 3.98,...
A Kensington Company is planning production for the next 4 quarters. They want to minimize the cost of production. The production cost is stable but demand and production capacity vary from quarter to quarter. The maximum amount of inventory which can be held is 12,000 units and management wants to keep at least 3,000 units on hand. Quarterly inventory holding cost is 3% of the cost of production. The company estimates the number of units carried in inventory each month...