Weighted IRR Calculator
Quickly determine the aggregate performance of your investment portfolio by learning how to calculate weighted IRR correctly.
Portfolio Performance Calculator
Enter your assets below to calculate the weighted average Internal Rate of Return.
This is the aggregate return of your portfolio based on capital weight.
| Asset | Capital ($) | Weight (%) | IRR (%) | Weighted Contribution |
|---|
How to Calculate Weighted IRR: A Comprehensive Financial Guide
Understanding how to calculate weighted IRR (Internal Rate of Return) is a fundamental skill for portfolio managers, real estate investors, and financial analysts. While calculating the IRR for a single investment tells you how well that specific project is performing, it does not give you the full picture of your aggregate portfolio performance.
This guide will walk you through the definition, the mathematical formula, real-world examples, and the critical factors that influence your weighted returns. Whether you are managing a real estate syndication or a diverse stock portfolio, mastering this metric is key to making informed capital allocation decisions.
What is Weighted IRR?
Weighted IRR is a financial metric used to determine the aggregate performance of a portfolio consisting of multiple investments with varying sizes and returns. Unlike a simple average, which treats all investments equally, a weighted average accounts for the fact that a return on a $1,000,000 investment impacts your wealth significantly more than a return on a $10,000 investment.
This metric is particularly popular in:
- Private Equity & Real Estate: Investors often hold stakes in multiple properties or companies. The Weighted IRR summarizes the overall efficiency of the deployed capital.
- Fund Management: Fund managers report weighted returns to show potential investors the historical performance of their strategy across various deals.
- Corporate Finance: Companies use it to assess the combined return of various business units or capital projects.
Weighted IRR Formula and Mathematical Explanation
To understand how to calculate weighted irr, you must first calculate the weight of each investment relative to the total capital deployed. The formula is a sum of the products of each investment's weight and its specific IRR.
Where:
| Variable | Meaning | Unit | Typical Range |
|---|---|---|---|
| Capital Investedi | Amount of money invested in asset i | Currency ($) | > 0 |
| Total Capital | Sum of all capital invested across the portfolio | Currency ($) | > 0 |
| Weight | Percentage of portfolio allocated to asset i | Percentage (%) | 0% – 100% |
| IRRi | Internal Rate of Return for asset i | Percentage (%) | -100% to 100%+ |
Step-by-Step Derivation
- Sum Total Capital: Add up the initial investment amounts for all assets in the portfolio.
- Calculate Weights: Divide each individual investment amount by the Total Capital. This gives you a decimal (e.g., 0.25 for 25%).
- Determine Contribution: Multiply the weight of each asset by its specific IRR.
- Sum Contributions: Add all the weighted contributions together to get the final Weighted Average IRR.
Practical Examples (Real-World Use Cases)
Example 1: The Uneven Real Estate Portfolio
Imagine a real estate investor with two properties. They often ask how to calculate weighted irr when one property is much more expensive than the other.
- Property A: $900,000 investment with a 10% IRR.
- Property B: $100,000 investment with a 30% IRR.
Calculation:
- Total Capital = $1,000,000
- Weight A = $900k / $1m = 90%
- Weight B = $100k / $1m = 10%
- Contribution A = 90% * 10% = 9%
- Contribution B = 10% * 30% = 3%
- Weighted IRR = 9% + 3% = 12%
Interpretation: Even though Property B had a massive 30% return, the portfolio overall only achieved 12% because the vast majority of the capital was tied up in the lower-yielding asset.
Example 2: Venture Capital Diversification
A VC firm invests in three startups:
- Startup X: $2M at -50% IRR (Loss)
- Startup Y: $2M at 15% IRR
- Startup Z: $1M at 100% IRR (Home run)
Total Capital = $5M.
- Start X (40% weight): 0.40 * -50 = -20.0% contribution
- Start Y (40% weight): 0.40 * 15 = +6.0% contribution
- Start Z (20% weight): 0.20 * 100 = +20.0% contribution
- Weighted IRR = -20 + 6 + 20 = 6%
This positive aggregate result highlights why diversification is critical in high-risk investing.
How to Use This Weighted IRR Calculator
Our tool simplifies the math. Here is how to get the most out of it:
- Input Capital: Enter the initial equity or investment amount for up to 5 assets. Ensure you use the same currency for all inputs.
- Input Returns: Enter the IRR for each corresponding asset. This can be a projected IRR from a pro-forma or a realized IRR from a past sale.
- Review Weights: As you type, the chart will update to show you how concentrated your portfolio is in certain assets.
- Analyze Results: Look at the "Weighted Average IRR" in the blue box. This is your headline number. The breakdown table below shows exactly which asset is driving that number up or down.
- Copy & Share: Use the "Copy Results" button to save the data for your reports or client emails.
Key Factors That Affect Weighted IRR Results
When learning how to calculate weighted irr, consider these external factors that influence the final number:
- Asset Allocation (Weighting): As seen in Example 1, heavy allocation to a low-performing asset drags down the entire portfolio, regardless of small "wins" elsewhere.
- Investment Duration: IRR is time-sensitive. A 20% IRR achieved over 1 year is different from a 20% IRR sustained over 10 years, though the weighted math treats the percentages simply.
- Cash Flow Timing: The weighted average method is an approximation. True portfolio IRR would require aggregating all cash flows on specific dates. Large early cash distributions improve actual IRR significantly.
- Fees and Expenses: Ensure your input IRRs are "net of fees." Management fees, transaction costs, and carried interest reduce the effective capital working for you.
- Leverage: Using debt increases the equity IRR if the asset performs well, but increases risk. Highly leveraged assets in your portfolio will have more volatile IRRs.
- Tax Implications: Pre-tax and post-tax IRRs can differ vastly. When calculating a weighted average, ensure all inputs are either pre-tax or post-tax for consistency.
Frequently Asked Questions (FAQ)
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