Payback Period Calculator

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Formula

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Results

Simple Payback Period
3.16 years
Discounted Payback
3.92 yr
Initial Investment
$100,000
First-Year CF
$30,000
CF Growth
5.0%/yr
Cashflow Schedule
Year Cashflow Cumulative PV (discounted) Cumulative PV
1 $30,000.00 $30,000.00 $27,272.73 $27,272.73
2 $31,500.00 $61,500.00 $26,033.06 $53,305.79
3 $33,075.00 $94,575.00 $24,849.74 $78,155.52
4 $34,728.75 $129,303.75 $23,720.20 $101,875.73
5 $36,465.19 $165,768.94 $22,642.01 $124,517.74
6 $38,288.45 $204,057.38 $21,612.83 $146,130.57
7 $40,202.87 $244,260.25 $20,630.43 $166,761.00
8 $42,213.01 $286,473.27 $19,692.68 $186,453.68
9 $44,323.66 $330,796.93 $18,797.56 $205,251.24
10 $46,539.85 $377,336.78 $17,943.13 $223,194.36
11 $48,866.84 $426,203.61 $17,127.53 $240,321.89
12 $51,310.18 $477,513.80 $16,349.00 $256,670.90
13 $53,875.69 $531,389.49 $15,605.87 $272,276.77
14 $56,569.47 $587,958.96 $14,896.51 $287,173.28
15 $59,397.95 $647,356.91 $14,219.40 $301,392.67
16 $62,367.85 $709,724.75 $13,573.06 $314,965.73
17 $65,486.24 $775,210.99 $12,956.10 $327,921.84
18 $68,760.55 $843,971.54 $12,367.19 $340,289.03
19 $72,198.58 $916,170.12 $11,805.04 $352,094.07
20 $75,808.51 $991,978.62 $11,268.45 $363,362.52
21 $79,598.93 $1,071,577.55 $10,756.25 $374,118.77
22 $83,578.88 $1,155,156.43 $10,267.33 $384,386.10
23 $87,757.82 $1,242,914.25 $9,800.63 $394,186.73
24 $92,145.71 $1,335,059.97 $9,355.15 $403,541.88
25 $96,753.00 $1,431,812.96 $8,929.91 $412,471.79
26 $101,590.65 $1,533,403.61 $8,524.01 $420,995.80
27 $106,670.18 $1,640,073.79 $8,136.55 $429,132.36
28 $112,003.69 $1,752,077.48 $7,766.71 $436,899.07
29 $117,603.87 $1,869,681.36 $7,413.68 $444,312.75
30 $123,484.07 $1,993,165.43 $7,076.69 $451,389.44

What is the Payback Period?

The payback period is the time required for the cumulative cashflows of an investment to equal its initial cost. It answers a simple question: "How long until I get my money back?" It's one of the easiest investment metrics to understand, which is why it's commonly quoted alongside ROI and IRR.

Simple vs Discounted Payback

  • Simple Payback Period just adds the nominal cashflows year by year. It ignores the time value of money — a dollar in year 5 counts the same as a dollar in year 1.
  • Discounted Payback Period first discounts each cashflow back to present value at a chosen discount rate, then sums them. It's longer than simple payback (because future dollars are worth less), and it's a more honest measure for capital budgeting.

If the discount rate is 0, the two are equal. Set the discount rate to your cost of capital (e.g., 8–12% for a typical mid-market firm) for the discounted version.

The Formula

For constant or growing cashflows where CFt = CF1 × (1+g)t−1:

Simple: find smallest N where Σt=1..N CFt ≥ Investment

Discounted: find smallest N where Σt=1..N CFt / (1+r)t ≥ Investment

The fractional year is interpolated linearly within the final year — the calculator returns 3.16 years if payback occurs 16% of the way through year 4.

Worked Example

$100,000 investment, $30,000 first-year cashflow growing 5%/year, no discount rate:

Year Cashflow Cumulative
1 $30,000 $30,000
2 $31,500 $61,500
3 $33,075 $94,575
4 $34,729 $129,304

Payback occurs in year 4. The fraction = ($100,000 − $94,575) / $34,729 = 0.156, so the simple payback period is 3.16 years.

With a 10% discount rate, each cashflow is reduced (year 4's $34,729 becomes $23,719 in PV), pushing the discounted payback to about 3.92 years.

When Payback Period is Useful

  • Risk screening: shorter payback = lower risk. A 2-year payback project is safer than a 7-year one even if both have the same NPV.
  • Liquidity-constrained firms: when you need cashback fast to fund the next investment.
  • High-uncertainty environments: in volatile industries, projecting cashflows beyond payback is unreliable, so payback is a sensible focal metric.

Limitations

  • Ignores cashflows after payback. Two projects with 3-year payback are treated equal even if one continues paying for 10 more years and the other stops.
  • Simple version ignores discounting. Use discounted payback when comparing projects with different time profiles.
  • Doesn't measure profitability. Payback tells you "when," not "how much." Always pair with NPV or IRR for capital allocation decisions.
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