Working Capital Interest Calculator
Calculate interest costs or returns on working capital with our comprehensive calculator. Whether you're financing inventory and receivables, evaluating opportunity costs, or earning returns on excess cash, this tool provides transparent calculations with step-by-step formulas. Compare simple vs compound interest, account for utilization patterns, and optimize your working capital financing strategy.
WC Interest Calculator ?
Working Capital Basis
Time Period
Interest Rate
Advanced Options
Calculation Breakdown
Cost Components
APR Sensitivity
Quick Presets
🛒 Retail Inventory
Short-term, high utilization
30 days • 95% utilization
💻 SaaS Cash Positive
Cash earns interest
Mode: Earned • 100% util
🏭 Manufacturing
Longer cycle, partial utilization
90 days • 70% utilization
🌦️ Seasonal Business
Variable utilization
180 days • 65% avg util
How Working Capital Interest Is Calculated
This calculator uses industry-standard formulas to compute interest on working capital:
Step 1: Calculate Working Capital (if using components)
Step 2: Adjust for Utilization
Where u is the utilization percentage (0 to 1)
Step 3: Calculate Period Rate
Where D is day count convention (360 or 365) and t is time in days
Step 4: Simple Interest
Step 4 Alternative: Compound Interest
Where n is number of compounding periods per year, t is time in years
Key Concepts:
- Working Capital: Current Assets minus Current Liabilities; represents short-term liquidity
- Utilization: The portion of available working capital actually deployed during the period
- Day Count: 360-day convention is common in commercial lending; 365-day for consumer and some markets
- Simple vs Compound: Simple interest doesn't reinvest; compound does (daily/monthly)
- Effective Annual Rate (EAR): The true annualized rate accounting for compounding
What is Working Capital?
Working capital is the difference between a company's current assets (cash, inventory, receivables) and current liabilities (payables, short-term debt). It measures short-term financial health and operational efficiency.
Positive Working Capital
When current assets exceed current liabilities, you have positive working capital. This indicates you can cover short-term obligations and have excess liquidity. Positive working capital can earn interest if deployed in cash management accounts or short-term investments.
Negative Working Capital
When current liabilities exceed current assets, you have negative working capital. This isn't always bad—companies like Amazon operate with negative working capital by collecting cash before paying suppliers. However, it may indicate liquidity risk or require external financing.
How to Calculate Working Capital Interest
Working capital interest depends on your specific situation:
Borrowing to Finance Working Capital
If you use a line of credit, overdraft, or working capital loan to fund operations, you pay interest on the borrowed amount. Calculate interest cost using the loan's APR, borrowing period, and actual utilization (you don't always use the full credit line).
Opportunity Cost
Money tied up in working capital (inventory, receivables) can't be invested elsewhere. The opportunity cost is the return you could earn by deploying that capital in alternative investments (bonds, money market, expansion).
Interest Earned on Cash
Excess working capital held as cash can earn interest in high-yield savings, money market accounts, or short-term securities. This offsets operating costs and improves net profitability.
Simple vs Compound Interest for Working Capital
Simple Interest
Simple interest calculates return only on the principal amount. Formula: I = P × r × t. Most short-term working capital facilities (under 90 days) use simple interest for ease of calculation.
Example: $100,000 borrowed at 8% APR for 30 days using 365-day count:
Interest = $100,000 × 0.08 × (30/365) = $657.53
Compound Interest
Compound interest calculates return on both principal and accumulated interest. Formula: A = P(1 + r/n)^(nt). Used for longer-term working capital financing or when interest capitalizes (adds to principal) periodically.
Example: $100,000 at 8% APR compounded monthly for 3 months:
Interest = $100,000 × [(1 + 0.08/12)^(12×0.25) - 1] = $2,013.36
Which to Use?
Most working capital facilities under 1 year use simple interest. Compound interest is more common for term loans, investment accounts, or facilities where interest isn't paid monthly. Always check your facility agreement for the specific calculation method.
Examples
Example 1: Retail Inventory Financing
Situation: A retailer needs $150,000 to build inventory for holiday season. Uses a 60-day line of credit at 9% APR with 90% average utilization.
Calculation:
- Principal used: $150,000 × 0.90 = $135,000
- Period rate: 0.09 × (60/365) = 0.01479 or 1.479%
- Interest cost: $135,000 × 0.01479 = $1,996.99
Result: $1,997 interest cost for the 60-day period, or approximately $999/month.
Example 2: SaaS Company Cash Management
Situation: A SaaS company has $500,000 positive working capital earning 4.5% APR in a money market account with daily compounding for 90 days.
Calculation:
- Principal: $500,000 (100% utilization)
- Compound formula: $500,000 × [(1 + 0.045/365)^(365×90/365) - 1]
- Interest earned: $5,549.67
Result: $5,550 interest earned over 90 days, or approximately $1,850/month.
Example 3: Manufacturing Working Capital Loan
Situation: A manufacturer borrows $300,000 for 180 days at 7.5% APR with 65% average utilization and $500 fixed fees.
Calculation:
- Principal used: $300,000 × 0.65 = $195,000
- Interest: $195,000 × 0.075 × (180/365) = $7,212.33
- Total cost: $7,212.33 + $500 = $7,712.33
Result: $7,712 total financing cost for 180 days, or approximately $1,285/month.
Example 4: Opportunity Cost Calculation
Situation: A company has $200,000 tied up in slow-moving inventory that could instead earn 6% annually in treasury securities for 120 days.
Calculation:
- Opportunity cost: $200,000 × 0.06 × (120/365) = $3,945.21
Result: By holding slow inventory instead of investing, the company foregoes $3,945 in returns over 120 days.
Common Mistakes
- Confusing APR with period rate – Always convert annual rates to the correct time period using day count conventions
- Not accounting for utilization – You rarely use 100% of a credit line constantly; average utilization is typically 60-80%
- Ignoring day count conventions – 360 vs 365 days makes a measurable difference; verify what your lender uses
- Using simple interest when compound applies – Read your facility agreement carefully; some lenders compound interest daily or monthly
- Overlooking fees – Commitment fees, unused line fees, and facility fees add significantly to total cost
- Calculating on market value vs book value – Use actual balance sheet figures for current assets and liabilities
- Not considering seasonal patterns – Working capital needs fluctuate; use average balances for accurate cost estimates
- Forgetting tax deductibility – Interest expense on business borrowing is usually tax-deductible, reducing effective cost
- Mixing up working capital and cash flow – Positive working capital doesn't guarantee positive cash flow; they measure different things
- Using stated APR without fees – Include all fees to calculate true APR (effective rate); stated rates understate actual cost
Frequently Asked Questions
Calculate working capital interest using the formula: Interest = Principal × Rate × Time. First, determine your working capital amount (Current Assets - Current Liabilities). Multiply by the annual interest rate (APR), then multiply by the time fraction (days/365 or days/360). For example, $100,000 at 8% APR for 30 days using 365-day count: $100,000 × 0.08 × (30/365) = $657.53. Adjust for utilization percentage if you don't use the full amount constantly.
Working capital is Current Assets minus Current Liabilities. It represents the liquid resources available to fund day-to-day operations. Positive working capital means you can cover short-term obligations; negative means current liabilities exceed liquid assets. Working capital matters because it indicates financial health, operational efficiency, and whether you'll need external financing. Insufficient working capital can lead to cash crunches, missed payments, and business failure, while excess working capital may indicate inefficient asset use.
Simple interest calculates return only on the principal: I = P × r × t. Compound interest calculates return on principal plus accumulated interest: A = P(1 + r/n)^(nt). For working capital, most short-term facilities (under 90 days) use simple interest. Compound interest applies when interest isn't paid monthly and capitalizes (adds to principal). The difference grows over time—a $100,000 loan at 8% for 90 days costs $1,973 with simple interest but $2,013 with monthly compounding.
Opportunity cost is the return you forgo by tying capital in working capital instead of investing it elsewhere. For example, if you have $200,000 in slow-moving inventory that could instead earn 6% in treasury securities, your opportunity cost is $12,000/year. This concept helps evaluate whether to reduce inventory, extend payables, accelerate collections, or accept the trade-off. Calculate it using your best alternative investment return rate (hurdle rate, WACC, or market returns).
Working capital financing costs vary widely by creditworthiness, facility type, and market conditions. As of 2025: lines of credit range 6-12% APR for good credit, 12-20% for fair credit; invoice factoring costs 15-30% annualized; merchant cash advances can exceed 50% APR; overdraft facilities run 10-18%; asset-based lending charges 8-15% plus fees. SBA working capital loans offer 7-10% rates. Always calculate the effective APR including all fees, as stated rates understate true cost.
The working capital ratio (current ratio) is Current Assets ÷ Current Liabilities. A ratio of 1.2-2.0 is generally healthy—enough cushion to cover obligations but not excessive. Below 1.0 indicates potential liquidity problems. Above 3.0 may suggest inefficient asset use. However, "good" varies by industry: retailers operate with 1.0-1.5; manufacturers need 1.5-2.5; service businesses can thrive under 1.0. Compare to industry benchmarks and track trends over time rather than relying on a single number.
Reduce working capital costs by: (1) Improving cash conversion cycle—collect receivables faster, extend payables, reduce inventory; (2) Negotiating better loan terms—shop lenders, improve credit score, provide collateral; (3) Optimizing utilization—use only what you need, don't over-borrow; (4) Consolidating debt at lower rates; (5) Using invoice factoring strategically for high-margin sales; (6) Implementing just-in-time inventory; (7) Offering early payment discounts to customers; (8) Taking advantage of supplier payment terms instead of borrowing. Each 1% reduction in a $200,000 facility saves $2,000/year.
The 360-day method (banker's year) divides years into twelve 30-day months for easier calculation, common in commercial lending. The 365-day method (actual/365) uses calendar days, more common in consumer lending and investments. For the same APR and period, 360-day calculation results in slightly higher interest because you're using a smaller denominator. Example: $100,000 at 8% for 30 days is $666.67 (360-day) vs $657.53 (365-day)—a $9.14 difference. Always verify which convention your lender uses.
Yes, interest paid on business loans—including working capital financing—is generally tax-deductible as a business expense in most jurisdictions. This reduces the effective after-tax cost of borrowing. For example, if you pay 8% interest and your tax rate is 25%, your after-tax cost is 6% [8% × (1 - 0.25)]. However, tax laws vary by country and situation. Interest on loans used for non-business purposes may not be deductible. Consult a tax professional for your specific situation, especially for complex structures or international operations.
Negative working capital means current liabilities exceed current assets. This isn't always bad—companies like Amazon and Dell operate successfully with negative working capital by collecting customer payments before paying suppliers, effectively using supplier financing. However, it can indicate liquidity risk if you can't meet short-term obligations. Whether negative working capital is problematic depends on: business model (retailers often run negative), cash flow timing, access to credit, and industry norms. Monitor cash flow carefully and maintain credit facilities as a safety net.
Working capital and cash flow are related but different. Increasing working capital uses cash (investing in inventory/receivables); decreasing working capital generates cash (collecting receivables, reducing inventory). A growing company often experiences working capital drain—revenue growth requires more inventory and creates more receivables, consuming cash even while profitable. This is why profitable companies can run out of cash. Monitor both: positive working capital indicates solvency; positive cash flow indicates liquidity. Optimize the cash conversion cycle to minimize working capital needs while maintaining operational efficiency.
Working capital is best financed with short-term debt (lines of credit, overdrafts) that matches the temporary nature of the need. Debt is cheaper than equity and doesn't dilute ownership. However, consider: (1) Permanent working capital (baseline always needed) can be financed with term debt or equity; (2) Seasonal spikes should use revolving credit; (3) Rapid growth may require equity to avoid over-leveraging; (4) Startups without credit history may need equity initially. Use debt when cash flows are predictable and you can service interest; use equity when building long-term capacity or lacking creditworthiness.
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