A company's annual cost of goods sold is $350 million, and inventory carrying cost is...

To calculate the cost savings from increasing inventory turns, we first need to determine the current inventory level and the inventory carrying cost.

Calculate the average inventory level:

Current inventory turns = 4

Cost of Goods Sold (COGS) = $350 million

Average inventory = COGS / Inventory turns = $350 million / 4 = $87.5 million

Calculate the inventory carrying cost:

Inventory carrying cost rate = 18%

Current carrying cost = $87.5 million * 18% = $15.75 million

Calculate the new inventory level with increased turns:

New inventory turns = 6

New average inventory = COGS / New inventory turns = $350 million / 6 = $58.33 million

Calculate the new inventory carrying cost:

New carrying cost = $58.33 million * 18% = $10.5 million

Determine the cost savings:

Cost savings = Current carrying cost - New carrying cost = $15.75 million - $10.5 million = $5.25 million per turn

Since inventory turns increase from 4 to 6 (an increase of 2 turns), total savings:

Total cost savings = $5.25 million * 2 = $29 million

Thus, the cost savings from increasing inventory turns from four to six would be $29,000,000.

References

Coyle, J. J., Langley, C. J., Novack, R. A., & Gibson, B. J. (2016). Supply Chain Management: A Logistics Perspective. Cengage Learning.

Stevenson, W. J. (2018). Operations Management. McGraw-Hill Education.