How to Calculate Overhead Recovery Rate

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Overhead Recovery Rate Calculator

Includes rent, utilities, insurance, indirect labor, etc.
Direct Labor Hours / Machine Hours Direct Labor Cost ($) / Material Cost ($)
Calculated Recovery Rate
0.00

How to Calculate Overhead Recovery Rate

The Overhead Recovery Rate (also known as the Overhead Absorption Rate or OAR) is a crucial metric in cost accounting. It is used to allocate indirect costs—such as rent, utilities, and administrative salaries—to specific products or services based on a measure of activity (the allocation base).

Accurately calculating this rate ensures that your pricing strategy covers not just direct costs (materials and labor) but also the hidden costs of running a business.

Overhead Recovery Rate = Total Overhead Costs / Total Allocation Base

Key Components

  • Total Overhead Costs: The sum of all indirect expenses for a specific period (usually a year). This includes factory rent, depreciation on machinery, supervisor salaries, and electricity.
  • Allocation Base: The driver used to assign these costs. Common bases include:
    • Direct Labor Hours: Used when labor is the primary driver of production.
    • Machine Hours: Used in highly automated manufacturing.
    • Direct Labor Cost: Expressed as a percentage of wages paid.

Example Calculation

Imagine a custom furniture workshop with the following annual projections:

  • Total Estimated Overhead: $120,000
  • Total Estimated Direct Labor Hours: 4,000 hours

Using the formula:

$120,000 / 4,000 hours = $30.00 per direct labor hour

This means for every hour a carpenter spends building a table, the business must add $30.00 to the cost calculation to cover overhead expenses.

Interpreting the Results

If you calculate a rate based on hours, your result is a monetary value (e.g., $50/hour). You add this amount to your direct costs for every hour spent on a job.

If you calculate a rate based on cost (like Direct Labor Cost), your result is a percentage (e.g., 150%). This means if you pay a worker $100 for a job, you must allocate an additional $150 (150% of $100) to cover overhead.

function updateBaseLabel() { var type = document.getElementById("baseType").value; var label = document.getElementById("baseLabel"); if (type === "hours") { label.innerText = "Total Base Units (Hours)"; } else { label.innerText = "Total Base Cost ($)"; } } function calculateRecoveryRate() { // Get input values var overheadInput = document.getElementById("totalOverhead").value; var baseInput = document.getElementById("allocationBase").value; var type = document.getElementById("baseType").value; var resultDiv = document.getElementById("resultContainer"); var rateOutput = document.getElementById("rateResult"); var explanationOutput = document.getElementById("rateExplanation"); // Validate inputs var overhead = parseFloat(overheadInput); var base = parseFloat(baseInput); if (isNaN(overhead) || overhead < 0) { alert("Please enter a valid amount for Total Overhead Costs."); return; } if (isNaN(base) || base <= 0) { alert("Please enter a valid number greater than 0 for the Allocation Base."); return; } // Calculate Rate var rate = overhead / base; // Display Logic based on type resultDiv.style.display = "block"; if (type === "hours") { // Result is Currency per Unit rateOutput.innerHTML = "$" + rate.toFixed(2) + " / hour"; explanationOutput.innerHTML = "For every hour of activity, you must recover $" + rate.toFixed(2) + " in overhead costs."; } else { // Result is Percentage var percentage = rate * 100; rateOutput.innerHTML = percentage.toFixed(2) + "%"; explanationOutput.innerHTML = "Your overhead is " + percentage.toFixed(2) + "% of your base cost. For every $1.00 spent on direct costs, you incur $" + rate.toFixed(2) + " in overhead."; } }

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