Profitability Index Calculator

Free profitability index calculator. Measure value per dollar invested, rank capital budgeting projects, and optimize limited investment capital using the PI ratio.

For capital rationing
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Projects

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Project Ranking (by PI)

RankProjectInvestmentPV of CFsNPVPIDecisionSelected
1Project D$100,000.00$160,000.00$60,000.001.600Accept
2Project C$150,000.00$225,000.00$75,000.001.500Accept
3Project A$200,000.00$280,000.00$80,000.001.400Accept
4Project B$300,000.00$390,000.00$90,000.001.300Accept

Optimal Portfolio (Budget: $500,000.00)

Projects Selected
3 of 4
Capital Deployed
$450,000.00
$50,000.00 remaining
Total Portfolio NPV
$215,000.00
Discounted future cash flows
Portfolio PI
1.478

PI Comparison

Project D
1.60
Project C
1.50
Project A
1.40
Project B
1.30
Red line = PI = 1.0 (break-even threshold)

PI ranking assumes projects are independent and divisible. For mutually exclusive projects, use NPV comparison.

Planning notes, formulas, and examples

About the Profitability Index Calculator

The Profitability Index (PI) measures the value created per dollar invested. PI = PV of Future Cash Flows / Initial Investment. A PI of 1.25 means every $1 invested generates $1.25 in present value — a 25¢ profit per dollar.

PI is especially powerful when you have limited capital and must choose among multiple projects. While NPV tells you the total value created, PI tells you the efficiency of each dollar committed. Rank projects by PI and fund from highest to lowest until your budget is exhausted.

This calculator computes PI for multiple projects, ranks them, and shows a practical budget-constrained selection using a highest-PI-first worksheet rule. Because PI normalizes returns per dollar invested, it is especially useful when you have more attractive projects than budget to fund them. Treat the ranking as a screening aid rather than a full optimization engine whenever projects are indivisible or mutually exclusive.

When This Page Helps

When capital is limited (which it almost always is), the project with the highest NPV isn't necessarily the best choice. A smaller project with a higher PI may create more value per dollar. PI-based capital rationing maximizes total portfolio NPV within your budget. It ensures every dollar of limited capital goes to the highest-returning opportunities available.

How to Use the Inputs

  1. Enter the initial investment for each project.
  2. Enter the present value of future cash flows (or enter cash flows and discount rate to compute PV).
  3. View PI for each project and the automatic ranking.
  4. Enter a total capital budget to see the optimal project portfolio.
  5. The calculator selects projects that maximize total NPV within budget.
Formula used
PI = PV of Future Cash Flows / Initial Investment NPV = PV − Investment = Investment × (PI − 1) Decision Rule: PI > 1 → Accept; PI < 1 → Reject; Rank by PI for capital rationing

Example Calculation

Result: PI = 1.250 | NPV = $25,000

PI = $125K / $100K = 1.25. Every dollar invested returns $1.25 in present value. NPV = $125K − $100K = $25K. With a PI of 1.25, this project creates 25 cents of value per dollar invested.

Tips & Best Practices

  • PI > 1 = accept (positive NPV). PI = 1 = break even. PI < 1 = reject (negative NPV).
  • Use PI to rank projects when capital is constrained — it measures efficiency, not just total value.
  • PI is also called the Benefit-Cost Ratio (BCR) in project management contexts.
  • For mutually exclusive projects (pick only one), use NPV. For independent projects with budget limits, use PI ranking.
  • Fractional projects aren't usually possible — PI ranking is optimal only when projects are divisible.
  • Always verify PI-ranked projects have acceptable risk levels and strategic alignment.

Capital Rationing Example

Budget: $500K. Projects: A ($200K, PI=1.4), B ($300K, PI=1.3), C ($250K, PI=1.2), D ($150K, PI=1.5). Ranking: D (1.5), A (1.4), B (1.3), C (1.2). Select D ($150K) + A ($200K) + remaining $150K of B if divisible. This maximizes total NPV.

Limitations of PI

PI assumes projects are independent and divisible. In reality: (1) some projects are mutually exclusive, (2) you can't do "half" a factory, (3) some projects have dependencies (must do A before B). Integer programming or scenario analysis handles these complexities.

Modified Profitability Index

Some analysts use MPI = NPV / Investment instead of PV / Investment. MPI directly shows profit per dollar rather than total return per dollar. MPI = PI − 1. Both rank projects identically.

Sources & Methodology

Last updated:

Methodology

For each project, the page computes profitability index as `present value of future cash flows / initial investment` and net present value as `PV - investment`. It then sorts projects by PI and applies a simple greedy capital-rationing rule: projects with PI of at least 1 are taken from highest PI downward until the entered budget is exhausted.

That portfolio step is a practical worksheet heuristic, not a full integer-optimization solver. It works as a quick ranking aid for independent projects, but it does not guarantee the mathematically optimal portfolio when projects are indivisible, mutually exclusive, or linked by dependencies.

Sources

  • 16.4 Alternative Methods (OpenStax Principles of Finance) — Reference for profitability index, discounted payback, and capital-budgeting screening methods.
  • 16.2 Net Present Value (NPV) Method (OpenStax Principles of Finance) — Background on the discounted-cash-flow framework from which the profitability index is derived.

Frequently Asked Questions

  • Use NPV for accepting/rejecting individual projects and choosing between mutually exclusive alternatives. Use PI for ranking independent projects when you have a limited capital budget. PI maximizes the total NPV you can extract from a constrained budget.