EOQ = square root of [(2 * X * Y) / Z]
Where:
X = Annual product demand
Y = Cost of placing an order
Z = Cost of holding one unit of inventory for one year
Let's consider a company that sells 1000 units of a product annually, with a $5 cost per order and a $1 holding cost per unit per year. Applying the EOQ formula:
EOQ = square root of (2 * 1000 * 5) / 1 = 100.
Here's the breakdown:
First, calculate the numerator: 2 x 1.000 x 5.
Then, divide by the denominator: 10.0000 / 1.
Finally, take the square root: 10.0000 = 100.
The square root operation is applied at the end of the calculation to determine the exact EOQ value, which in this case is 100 units. This quantity represents the optimal order size that minimizes total inventory costs for the company.
For instance, consider a company with an inventory of 1000 different items. By analyzing annual cost and sales data for each item, the company categorizes them into A, B, and C groups based on their financial impact.
Category A: Includes the top 200 items with the highest costs or value, representing 80% of the total inventory costs or value.
Category B: Encompasses the next 300 items in terms of importance, covering 15% of the total inventory costs or value.
Category C: Comprises the remaining 500 items, which contribute to the remaining 5% of the total inventory costs or value.
Once classified, each category warrants distinct inventory management strategies. Category A items typically require stringent control and frequent monitoring due to their significant impact on costs. In contrast, Category C items, with lower financial impact, can be managed more leniently.
This strategic approach allows companies to optimize their inventory management practices, reducing overall costs while maintaining adequate stock levels for critical items.
For example, consider an automobile manufacturing company that implements JIT in its production process. Instead of stocking large quantities of parts and components, the company orders materials just before they are needed on the assembly line.
Suppliers also adhere to JIT principles, delivering materials precisely when required. This approach allows the company to maintain an efficient and streamlined supply chain without the need for excessive warehousing.
However, successful implementation of JIT relies heavily on dependable suppliers and meticulous production planning to avoid disruptions in the supply chain.
Imagine a logistics company implementing TQM principles to improve its distribution operations. The company starts by involving all employees in identifying areas for improvement. They conduct regular meetings to discuss customer feedback and quality issues related to shipping accuracy and delivery timeliness.
Management provides training on quality tools like Six Sigma and encourages employees to use these tools to analyze and improve processes. They establish clear quality standards for packaging, handling, and transportation of goods.
The company also collaborates closely with suppliers to ensure the quality of incoming materials meets specifications, reducing defects and delays in production.
Through these efforts, the logistics company achieves a significant reduction in shipping errors and improves on-time delivery rates. Customer satisfaction increases, leading to repeat business and referrals.
In this example, Total Quality Management (TQM) principles such as continuous improvement, customer focus, employee involvement, and collaboration with suppliers are applied to enhance overall operational efficiency and deliver superior service to customers.