This IRR Calculator handles all the complex scenarios like multiple Internal Rate of Returns, no solution cases, and provides clear visual representations of the cash flows and discount rate curves.
IRR is the interest rate at which your project breaks even β where the money you invest today equals the value of all the cash you get back tomorrow.
Hereβs the idea:
If you invest $12,000 today, and your project gives you steady returns over 5 years, the IRR tells you what annual rate of return youβd be earning over those years.
If your IRR is:
π’ Higher than your required rate (a.k.a. "hurdle rate") β Go for it!
π΄ Lower than your hurdle rate β Rethink the project.
βοΈ Exactly equal β Youβre just breaking even on expectations.
So, IRR helps answer the golden question in project planning:
βIs this engineering project financially viable over time?β
Great question! Letβs break down the two big players in project evaluation:
Metric | IRR πΉ | NPV π° |
---|---|---|
Definition | Rate where NPV = 0 | Net value today of future cash flows |
Unit | % (Rate of Return) | Currency ($, β¬, βΉ) |
Use Case | Quick comparison between projects | Understanding total value created |
Sensitive To? | Unusual cash flow patterns | Discount rate you choose |
Best For | Simpler projects with conventional cash flows | Complex or multi-stage projects |
Use IRR when: You want a quick sense of return in percentage form β especially helpful when comparing multiple small projects.
Use NPV when: You need the actual value the project adds, or if youβre evaluating projects with non-standard cash flows (e.g., funding gaps, reinvestments).
In real-world engineering:
IRR is your projectβs report card score β if it passes the class (your benchmark rate), itβs worth pursuing!
NPV tells you how much gold πͺ is actually in the treasure chest.
Use our NPV calculator to evaluate your project.