IRR Calculator
Calculate Internal Rate of Return for investments. Analyze cash flows to determine project profitability.
Internal Rate of Return Calculator
Enter as positive value
About Internal Rate of Return (IRR)
Internal Rate of Return (IRR) is the discount rate that makes the net present value (NPV) of all cash flows equal to zero. It's a key metric for evaluating investment profitability.
Understanding IRR
- Definition: The annualized rate of return an investment is expected to generate
- Decision Rule: Accept projects where IRR exceeds required rate of return
- Comparison: Higher IRR indicates more profitable investment
- Time Value: Accounts for time value of money in cash flows
IRR Benchmarks
- Above 20%: Exceptional returns, rare and highly desirable
- 15-20%: Excellent returns, significantly beats market averages
- 10-15%: Good returns, meets or exceeds typical market performance
- 5-10%: Moderate returns, acceptable for conservative investments
- Below 5%: Low returns, may not justify the risk
IRR vs NPV
- IRR: Percentage return, easy to understand and compare
- NPV: Dollar value, shows absolute profitability
- Use IRR: Comparing projects of different sizes
- Use NPV: When projects have different cash flow patterns
- Conflicts: When they disagree, NPV is generally more reliable
Applications
- Real Estate: Evaluating property investment returns
- Business Projects: Capital budgeting decisions
- Private Equity: Measuring fund performance
- Venture Capital: Assessing startup investment potential
- Equipment Purchases: Determining if asset acquisition makes sense
Limitations of IRR
- Multiple IRRs: Non-conventional cash flows can have multiple solutions
- Reinvestment Assumption: Assumes cash flows reinvested at IRR rate
- Scale Issues: Doesn't account for project size differences
- Timing: Can't handle projects with different lengths effectively
- No IRR: Some cash flow patterns have no real IRR solution
Modified IRR (MIRR)
- Addresses reinvestment rate assumption
- Assumes reinvestment at cost of capital, not IRR
- Provides more realistic return estimates
- Eliminates multiple IRR problem