MCP For Claude Marketplace
EOQ Calculator

EOQ Calculator MCP Connector for Claude

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Optimize inventory replenishment by calculating the Economic Order Quantity (EOQ) and reorder points.

3 tools Official Updated Jun 28, 2026 Official Vinkius Partner
More Details Connect to Claude

The EOQ Calculator helps businesses minimize total inventory costs by finding the ideal balance between ordering expenses and holding costs. Using the calculate_eoq_metrics tool, you can determine your optimal order quantity, frequency of orders per year, and the average days between replenishment cycles. Additionally, use calculate_reorder_point to identify exactly when a new order should be placed based on lead time, and analyze_cost_efficiency to get a detailed breakdown of annual ordering versus holding costs. This tool is essential for supply chain managers looking to prevent stockouts while reducing unnecessary storage expenditures.

eoqinventoryoptimizationsupply-chainlogistics

3 tools expose this connector's capabilities to your AI agent.

analyze_cost_efficiency

Provides a granular breakdown of inventory costs to verify the balance between ordering and holding expenses

calculate_eoq_metrics

Calculates the primary optimization metrics including optimal quantity and replenishment frequency

calculate_reorder_point

Determines the specific inventory threshold that triggers a new purchase order

See how to talk to your AI agent using EOQ Calculator.

Calculate the optimal order quantity for a product with an annual demand of 5000 units, an order cost of $50, a holding cost of 20%, and a unit price of $10.

The optimal order quantity is approximately 500 units, with about 10 orders per year and an average of 36.5 days between orders.

What is the reorder point if my annual demand is 1200 units and the lead time is 5 days?

The reorder point is 16.44 units, meaning you should place a new order when your stock reaches this level to cover the daily demand of approximately 3.29 units.

Analyze the cost efficiency for a scenario with 10000 annual demand, $100 order cost, 15% holding cost, and $5 unit price.

The annual ordering cost is approximately $1,414.21 and the annual holding cost is approximately $1,414.21, demonstrating a balanced cost structure.

EOQ is the ideal order size a company should purchase to minimize its total inventory costs, specifically balancing ordering costs and holding costs.

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