Project Viability Analyzer: A Complete Guide to NPV, IRR, ROI & Payback Calculations
Evaluating whether a project is financially viable is one of the most important steps before investing your time, money, or resources. To make this process easier and more accurate, we created the Project Viability Analyzer β a powerful tool that helps you calculate and compare NPV, IRR, ROI, and Payback Period using a single set of inputs.
You can try the free calculator here:
https://freeapps.nextgentool.in/PVA/
π₯ What Is Project Viability Analyzer?
The Project Viability Analyzer is a smart and simple tool designed to help investors, business owners, students, and financial planners evaluate the profitability of any project. Just enter:
- Initial Investment
- Discount Rate
- Hurdle Rate
- Expected yearly cash flows
The tool automatically calculates:
- Net Present Value (NPV)
- Internal Rate of Return (IRR)
- Return on Investment (ROI)
- Payback Period
All results appear side-by-side for easy comparison.
π Key Metrics Explained with Formulas
1οΈβ£ Net Present Value (NPV)
NPV tells you the net value today of all future cash flows.
Formula:
NPV = Ξ£ (Cash Flowt / (1 + r)t) β Initial Investment
Where:
- t = year number
- r = discount rate
Decision Rule:
- NPV > 0 β Project is financially desirable
- NPV < 0 β Project destroys value
2οΈβ£ Internal Rate of Return (IRR)
IRR is the discount rate at which NPV becomes zero. It represents the projectβs actual return.
Formula (conceptual):
0 = Ξ£ (CFt / (1 + IRR)t) β Initial Investment
Decision Rule:
- If IRR > Hurdle Rate β Accept project
- If IRR < Hurdle Rate β Reject project
IRR is especially useful when comparing multiple projects.
3οΈβ£ Return on Investment (ROI)
ROI measures the percentage return generated from the investment.
Formula:
ROI (%) = [(Total Cash Inflows β Initial Investment) / Initial Investment] Γ 100
4οΈβ£ Payback Period
Payback tells you how many years it takes to recover the initial investment.
Formula:
Payback Period = Year before recovery + (Remaining amount / Cash flow of recovery year)
Decision Rule:
- If Payback β€ Maximum Acceptable Payback β Accept
- If Payback > Maximum β Reject
π Example Calculation Using the Tool
Letβs take this example, similar to the demo on the app:
- Initial Investment: βΉ40,000
- Discount Rate: 10%
- Hurdle Rate: 12%
- Cash Flows:
- Year 1: βΉ10,000
- Year 2: βΉ20,000
- Year 3: βΉ30,000
π Step-by-Step NPV Calculation
NPV = PV of all cash flows β initial investment
PV Year 1 = 10000 / (1.10) = 9090.91 PV Year 2 = 20000 / (1.10)^2 = 16528.93 PV Year 3 = 30000 / (1.10)^3 = 22539.18 ----------------------------------------- Total PV = 48159.02 NPV = 48159.02 β 40000 NPV = +8159.02
NPV is positive β the project is profitable.
π IRR Calculation (Concept)
The IRR will be the discount rate at which:
NPV = 0
Instead of solving manually, the calculator computes IRR instantly.
For the above numbers, IRR is approximately **23%**, which is higher than the hurdle rate of 12%.
β IRR says the project is good.
π ROI Calculation
Total inflows = 10000 + 20000 + 30000 = 60000 ROI = [(60000 β 40000) / 40000] Γ 100 = 50%
ROI = 50% β indicates strong profitability.
π Payback Period
- Year 1: recovered 10,000 (remaining 30,000)
- Year 2: recovered 20,000 (remaining 10,000)
Year 3 cash flow = 30,000
Fraction in Year 3 = 10,000 / 30,000 = 0.33
Payback Period = 2 + 0.33 = 2.33 years
π― Why This Tool Is Useful
This calculator helps you:
- Compare multiple financial metrics at once
- Make data-backed investment decisions
- Reduce manual calculations
- Save time & avoid mistakes
- Increase accuracy with consistent formulas
π Try the Project Viability Analyzer Now
Click below to evaluate your project instantly:
π Open Project Viability Analyzer
This tool is completely free and works on mobile, tablet, and desktop.
Final Thoughts
The Project Viability Analyzer is a must-have tool for entrepreneurs, finance students, and professionals who want to evaluate projects smartly and confidently. By understanding NPV, IRR, ROI, and Payback Period together, you can make the best financial decisions with clarity and precision.