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Modified Internal Rate of Return (MIRR) Calculator

October 2026 12 min read

Free MIRR calculator: reinvestment-honest yield with live results, IRR comparison and 15 FAQs. Instant, no sign-up needed. Worked numbers, formulas and deal-ready benchmarks included.

$150,000, $180,000 and $220,000 at 10% reinvestment grow to $599,500.00 — a 6.24% MIRR on $500,000.

Apply MIRR = (FVpos/Initial)^(1/n) - 1 with honest reinvestment compounding. Live, free, no sign-up.

Live resultsHonest-yield lensDeal-ready math
Worked example: 3-yr flows, 10% reinvest, $500K outlay
6.24%
Source: Worked example
Typical SaaS valuation multiple
6-10x EBITDA
Source: Industry benchmarks
Typical Main-Street small-business multiple
2-4x SDE
Source: IBBA market data
Average acquisition premium over standalone value
20-30%
Source: Industry benchmarks

Interactive Calculator

Enter your numbers — every result below updates instantly. Free forever, no sign-up.

Calculator inputs

Initial outlay ($)

Upfront investment at time zero.

Year 1 cash flow ($)

Inflow at end of year 1.

Year 2 cash flow ($)

Inflow at end of year 2.

Year 3 cash flow ($)

Inflow at end of year 3.

Reinvestment rate (%)

Rate interim cash compounds at.

Live results

Future value of inflows$599,500.00
Initial outlay$500,000.00
MIRR6.24%
What this means: A 6.24% MIRR on $599,500.00 of compounded inflows means honest yield — compare it against IRR to see the reinvestment gap.

Visual Price & Profit Breakdown

See exactly where every dollar of your selling price goes — costs, fees, and the profit you keep.

  • Compounded Y1$181,500.00 (30.3%)
  • Compounded Y2$198,000.00 (33.0%)
  • Year 3$220,000.00 (36.7%)

Three bars compound to the $599,500.00 future value — earlier cash compounds longest.

Key Takeaways

The 30-second version — the exact answers Google loves to feature.

  • 1MIRR = (FVpos/Initial)^(1/n) - 1. On the worked case, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000.
  • 2Accept when MIRR clears your WACC hurdle; MIRR below IRR is normal and more honest.
  • 3Set reinvestment to WACC unless cash truly compounds elsewhere — fantasy rates create fantasy MIRRs.
  • 4MIRR compounds interim cash at your real reinvestment rate, while IRR assumes reinvestment at IRR itself — MIRR never overstates.
  • 5Triangulate with a second method before signing — one modified internal rate of return reading is a starting bid, not a verdict.

Business Statistics That Shape Smart Pricing

Benchmarks from widely-cited industry research. Use them to sanity-check your margins, fees, and conversion assumptions.

Worked example: 3-yr flows, 10% reinvest, $500K outlay
6.24%
Source: Worked example
Typical SaaS valuation multiple
6-10x EBITDA
Source: Industry benchmarks
Typical Main-Street small-business multiple
2-4x SDE
Source: IBBA market data
Average acquisition premium over standalone value
20-30%
Source: Industry benchmarks
Common DCF explicit forecast horizon
3-5 yrs
Source: CFI guidance

Pricing Plans Compared: Which Strategy Fits Your Business?

Three proven pricing plans for this calculator's niche. Match the plan to your stage, then plug its margin target into the calculator above.

Starter Plan — Sanity Check

Best for: owners testing a rough asking price

  • Price rule: Run MIRR = (FVpos/Initial)^(1/n) - 1 once a quarter on trailing-12-month inputs
  • Margin target: Stay inside your industry benchmark band above
  • Fees: Broker fees and closing costs estimated flat
Most popular

Growth Plan — Deal Ready

Best for: sellers preparing for buyer diligence

  • Price rule: Triangulate modified internal rate of return across two multiples plus a DCF cross-check
  • Margin target: Defend top-half-of-band with adjusted books
  • Fees: Working-capital peg and tax drag fully loaded

Scale Plan — Portfolio

Best for: buyers and holding companies screening targets

  • Price rule: Automate modified internal rate of return screens on every deal with sensitivity bands
  • Margin target: Buy below band midpoint after synergies
  • Fees: Integration, financing and earn-out costs modeled

Industry Benchmarks: Typical Margins & Markups

Compare your numbers against common verticals before you lock a price. Your required markup must cover overhead plus target profit.

IndustryTypical net marginTypical markupNotes
SaaS6-10x EBITDA8-15x revenueRecurring revenue and net retention command the highest multiples.
Retail3-5x EBITDA0.4-0.8x revenueThin margins; location, lease terms and inventory turns drive price.
Restaurants2-4x SDE0.3-0.6x revenueOwner-operator sales price off seller discretionary earnings, not EBITDA.
Manufacturing4-6x EBITDA0.6-1.2x revenueOrder backlog, equipment condition and customer concentration set the band.
Services3-6x EBITDA0.5-1.5x revenueRecurring contracts and transferable goodwill push toward the top end.
E-commerce3-5x EBITDA0.8-2.0x revenueTraffic diversity, brand ownership and supplier terms move the multiple.
Wholesale3-4x EBITDA0.3-0.6x revenueVolume game; exclusive territories and payment terms add premium.

Formulas & How to Use This Calculator

Core formula

MIRR = (FVpos/Initial)^(1/n) - 1

Positive FV build

FVpos = CF1x(1+re)^2 + CF2x(1+re) + CF3. Example: $181,500 + $198,000 + $220,000 = $599,500.

Decision rule

Accept if MIRR > hurdle rate. Example: 6.24% < 10% hurdle, so reject at 10%.

How to use — step by step

  1. Step 1: enter initial outlay ($) — Upfront investment at time zero.
  2. Step 2: enter year 1 cash flow ($) — Inflow at end of year 1.
  3. Step 3: enter year 2 cash flow ($) — Inflow at end of year 2.
  4. Step 4: enter year 3 cash flow ($) — Inflow at end of year 3.
  5. Step 5: enter reinvestment rate (%) — Rate interim cash compounds at.
  6. Read the headline modified internal rate of return, check the warning box for negative or impossible inputs, then study the proportional bars.
  7. Compare against the benchmark table and pick the Starter, Growth or Scale plan that matches your stage.

Worked Examples

Real numbers, fully worked — copy the pattern for your own products and services.

Example 1 — Base project

Inputs

Outlay $500K; CFs $150K/$180K/$220K; re 10%

Math

FV = $599,500; MIRR = (1.199)^(1/3)-1 = 6.24%

Result

6.24% MIRR

Example 2 — Smaller project

Inputs

Outlay $400K; CFs $120K/$150K/$180K; re 8%

Math

FV = $481,968; MIRR = (1.20492)^(1/3)-1 = 6.39%

Result

6.39% MIRR

Example 3 — Larger project

Inputs

Outlay $600K; CFs $200K/$220K/$250K; re 12%

Math

FV = $747,280; MIRR = (1.24547)^(1/3)-1 = 7.59%

Result

7.59% MIRR

Advanced Education: Master This Topic

Beyond the basics — the concepts professionals use to price for profit across channels, seasons, and competitors. Each section below targets a real long-tail search.

What modified internal rate of return actually measures

Every valuation decision rests on knowing modified internal rate of return cold. The relationship MIRR = (FVpos/Initial)^(1/n) - 1 compresses an entire deal layer into one number you can track quarterly. Take the worked case: $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000. That single reading tells you what the business is worth before the next negotiation. Owners who review it quarterly catch drift early — a half-point of multiple compression on $500,000 of earnings is $250,000 of missing deal value that monthly profit figures never reveal. Treat this metric as the headline of your valuation review, and make everyone who touches price, bids or equity able to define it in one sentence.

The math, step by step

Start with clean same-period inputs from the tax return and the ledger, never mixing trailing months with calendar years. Then apply MIRR = (FVpos/Initial)^(1/n) - 1 exactly as written, keeping units consistent — dollars with dollars, rates with rates. Work the example: $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000. Notice how each operation has a deal meaning: multiplication scales earnings to price, division annualizes a rate, subtraction isolates the residual claim. Common slips include dividing by zero deal years, annualizing one input but not the other, and rounding mid-calculation. Do the division last, keep two decimals on money and one on multiples, and rerun the page calculator to confirm your hand math matches to the dollar.

Modified Internal Rate of Return (MIRR) Calculator versus its closest cousins

Confusing sibling metrics is the costliest beginner error in valuation. MIRR compounds interim cash at your real reinvestment rate, while IRR assumes reinvestment at IRR itself — MIRR never overstates. In our case: $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 — compare that against the benchmark band before quoting. Quoting the wrong cousin misprices risk: an asset quote on an earnings deal leaves money on the table, while an earnings quote on an asset deal scares buyers away. Keep both on one worksheet, label each clearly, and let this page own the modified internal rate of return definition your team quotes to brokers and buyers.

Benchmarks and what good looks like

A number without a benchmark is just trivia. The rule here: Accept when MIRR clears your WACC hurdle; MIRR below IRR is normal and more honest. Put the worked case against it: $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000. If you sit inside the band, protect the routine that got you there — clean books, documented earnings, diversified customers. If you sit outside, attack the largest input first rather than spreading effort thin; one big lever (provable earnings, favorable terms, de-risked forecasts) usually moves modified internal rate of return more than five small adjustments. Recheck the industry benchmark table above for your vertical, then set a quarterly target one step tighter than today.

How modified internal rate of return drives real decisions

This metric answers what yield survives realistic reinvestment, which makes it a gate for listing, bidding, borrowing and partner buyouts. Work from the example: $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 shows exactly how much headroom the deal carries. A strong reading green-lights a premium ask and confident borrowing; a weak one triggers the playbook — normalize earnings upward with documented add-backs, de-risk the forecast, restructure terms, or walk away. Tie each input to an owner (finance owns earnings, ops owns assets, advisors own terms) and review the trio monthly while a deal is live, quarterly when monitoring.

Limits and blind spots

No single metric tells the whole valuation story, and modified internal rate of return is no exception. It is a snapshot: the case where $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 describes one set of inputs, not the trend, and timing spikes (a record year, a one-off contract) can flatter or punish it. It also ignores financing structure, buyer-specific synergies and contingent liabilities that move real bids. Pair it with a second method — a DCF against a multiple, or an asset cross-check — investigate any 10 percent swing within days, and never let one strong reading justify overpaying without diligence.

Industry Playbooks

Cost structures differ by vertical — here is how to adapt one base price per business type without losing margin.

Retail playbook

Retail value lives on earnings times transferability. Apply MIRR = (FVpos/Initial)^(1/n) - 1 per store on trailing-12-month books; in the worked case ($150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000) the lease terms and inventory turns dominate the multiple. Protect transferable earnings with assignable leases, clean stock counts and card-processed revenue a buyer can verify, then mark the multiple up half a turn for proven locations.

Wholesale / Distribution playbook

Wholesale runs on thin margins and sticky routes, so modified internal rate of return accuracy matters more than precision pricing. Use MIRR = (FVpos/Initial)^(1/n) - 1 per contract or territory; the worked case ($150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000) shows how supplier terms and receivables offset the headline. Tier value by exclusivity and payment speed, enforce credit limits that survive diligence, and never sign annual pricing without rerunning this math on current inbound cost.

Services playbook

Services substitute contracts for inventory, so load recurring revenue and fully-burdened labor into MIRR = (FVpos/Initial)^(1/n) - 1. With the worked case ($150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000) as baseline, productize retainers, document utilization, and push multi-year agreements — one transferable anchor contract can add a full turn to the multiple while a leaking founder-dependent book subtracts one.

Manufacturing playbook

Manufacturing must absorb plant, backlog and concentration risk. Feed MIRR = (FVpos/Initial)^(1/n) - 1 with normalized earnings plus a backlog schedule; the worked case ($150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000) anchors the review. Track customer concentration monthly, align raw-material buys to firm orders, and quote custom work with its own valuation math rather than a blended company multiple.

Glossary: Key Terms Explained

Enterprise Value
Market value of the whole firm: equity plus debt minus cash. The takeover price before working-capital adjustments.
Discount Rate
Required return used to shrink future dollars to today. Higher risk means a higher rate and a lower value.
Multiple
A market price expressed per unit of earnings, revenue or cash flow. Value equals base times multiple.
Present Value
What a future dollar is worth today after discounting. The foundation of DCF, NPV and bond math.
Internal Rate of Return
The discount rate that makes NPV zero. Projects clearing the hurdle rate create value.
Net Present Value
Present value of inflows minus the upfront outlay. Positive NPV means the deal beats the required return.
Discount Rate
Required return used to shrink future dollars to today. Higher risk means a higher rate and a lower value.
WACC
Weighted average cost of capital: the blended required return of equity and after-tax debt. The standard DCF discount rate.

Common Mistakes & Pro Tips

Mistakes that kill margin

  • Mixing periods — trailing earnings with a spot multiple silently breaks modified internal rate of return.
  • Quoting an asking price off unadjusted books instead of normalized modified internal rate of return inputs.
  • Leaving broker fees (around 8-12 percent), taxes and closing costs out of MIRR = (FVpos/Initial)^(1/n) - 1 deal math.
  • Averaging one blended multiple across divisions so a weak unit hides inside a healthy total.
  • Rounding mid-calculation instead of at the final modified internal rate of return step.
  • Pricing off stale inputs after rates, earnings or terms changed.

Pro tips to grow profit

  • Recompute right after every earnings release or rate change — small input drift moves modified internal rate of return fast.
  • Track the headline result quarterly on one chart; investigate any 10 percent move within the week.
  • Pair every multiple with its dollar base — a multiple without dollars cannot set a price.
  • Benchmark against your industry row before celebrating or panicking.
  • Normalize earnings with documented add-backs before applying any multiple.
  • Cross-check with a second method before signing — multiples against DCF, DCF against assets.

Who Should Use This Calculator?

  • ▸ Owner-operators tracking modified internal rate of return quarterly against industry bands.
  • ▸ Sellers setting an asking price with documented deal math.
  • ▸ Buyers screening targets and setting bid ceilings.
  • ▸ Accountants preparing client-ready commentary with benchmarks attached.
  • ▸ Founders sizing funding needs and dilution from modified internal rate of return.
  • ▸ Lenders stress-testing collateral before committing.
  • ▸ Advisors and brokers packaging valuation memos for market.

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Frequently Asked Questions (15)

Long-tail answers: each question targets a real Google search about modified internal rate of return (mirr) calculator — click to expand.

How do I calculate modified internal rate of return?
Apply MIRR = (FVpos/Initial)^(1/n) - 1. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000. Enter the same inputs above and every result updates live with divide-by-zero guards.
What is the modified internal rate of return (mirr) calculator formula?
The core formula is MIRR = (FVpos/Initial)^(1/n) - 1. FVpos = CF1x(1+re)^2 + CF2x(1+re) + CF3 at the reinvestment rate. Keep periods and units consistent — trailing-12-month dollars with trailing-12-month dollars — or the answer silently breaks.
What is a good modified internal rate of return?
Accept when MIRR clears your WACC hurdle; MIRR below IRR is normal and more honest. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000, which sits in the healthy band — confirm against the benchmark table above.
How is modified internal rate of return different from IRR?
MIRR compounds interim cash at your real reinvestment rate, while IRR assumes reinvestment at IRR itself — MIRR never overstates. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 — always label which measure you quote so pricing and funding decisions use the right one.
Can I compute modified internal rate of return in Excel?
Yes: put each input in its own cell, then translate MIRR = (FVpos/Initial)^(1/n) - 1 into cell references (for instance =A1*A2 for a multiplication). Format money cells as currency and multiples with one decimal.
Why is my modified internal rate of return negative?
A negative result means the inputs tipped the wrong way — the reverse of the case where $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000. Check for a period mismatch, a missing revenue input, or an overstated cost before acting.
How does modified internal rate of return affect my valuation decision?
It quotes a reinvestment-honest yield for ranking projects. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 shows exactly how much headroom each deal carries — use it to set an asking price, a bid ceiling, or a walk-away line.
Modified Internal Rate of Return (MIRR) Calculator vs a generic NPV calculator — which one?
Use this page when you need modified internal rate of return specifically (MIRR = (FVpos/Initial)^(1/n) - 1); use a NPV calculator for the broader picture. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 is a modified internal rate of return answer, not a generic one.
How often should I recompute modified internal rate of return?
Quarterly for owners tracking value, and on every live deal for buyers and sellers. Each run takes a minute: refresh the inputs above, compare to last quarter, and investigate any move over 10 percent within the week.
Do taxes and fees change modified internal rate of return?
Yes — cash taxes, broker fees and closing costs belong in the deal math around MIRR = (FVpos/Initial)^(1/n) - 1. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 moves dollar-for-dollar with every fee you load or omit, so include them before quoting a price.
Do deal structure and discounts affect modified internal rate of return?
They trade headline price for certainty: seller notes, earn-outs and escrows discount the headline by their risk. If your modified internal rate of return assumes all-cash at close, haircut it for deferred or contingent consideration before comparing bids.
What is the fastest lever to improve modified internal rate of return?
Attack the biggest input of MIRR = (FVpos/Initial)^(1/n) - 1 first. A higher reinvestment rate lifts FVpos and MIRR together — negotiate cash timing, not just totals — not by trimming small overhead that barely moves the headline.
Does modified internal rate of return work the same for services?
Yes, with lighter assets: services substitute earnings quality and contracts for inventory and plant. For example, $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 still applies — just expect the asset terms near zero and the earnings term to dominate.
What mistakes break modified internal rate of return math?
Mixing periods, annualizing one input but not the other, omitting fees and taxes, and rounding mid-calculation. Recompute with MIRR = (FVpos/Initial)^(1/n) - 1 on clean same-period inputs and confirm against the live calculator above.
What modified internal rate of return target should I set for next quarter?
Start from Accept when MIRR clears your WACC hurdle; MIRR below IRR is normal and more honest., then tighten toward the top half of your industry band. The worked baseline where $150,000, $180,000 and $220,000 compounding at 10% grow to $599,500.00, giving a 6.24% MIRR on $500,000 is your anchor — set the target, assign one owner per input, and review quarterly.

Resources & Authoritative References

Further reading

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