Holding Period Return (HPR) Calculator
Holding-Period Return (HPR) is the most direct measure of how much an investment has paid you over a given holding period. It is "sell − buy + cash received during the period" divided by "buy", combining capital appreciation with dividends, coupons and other cash distributions — far closer to the real return than looking at price alone or yield alone. The tool also reports the annualised version (1 + HPR)^(1 / years) − 1, so periods of different length can be compared on the same scale, and it splits the result into the capital-gain component and the cash-income component so you can see where the return is coming from.
Check inputs: buy > 0, sell ≥ 0, cash income ≥ 0, holding period > 0.
Holding-period return (HPR)
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Annualised return
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Capital-gain component
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Cash-income component
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Net gain per unit
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HPR = (sell − buy + income) / buy; annualised = (1 + HPR)^(1 / years) − 1. The tool uses per-unit amounts, so the percent return does not depend on how many shares you held.
Formula
HPR = (sell − buy + cash income during the period) / buy Annualised HPR = (1 + HPR)^(1 / years) − 1 Capital-gain part = (sell − buy) / buy Cash-income part = cash income during the period / buy All figures are per unit, so the percentage return is independent of how many shares / units you hold.
- · Versus CAGR: CAGR uses only the start and end values and assumes no cash distributions in between; HPR additionally captures dividends, coupons and distributions received during the holding period, so HPR ≥ CAGR for any income-paying instrument (high-yield equity, bonds, REITs, distribution ETFs).
- · Versus IRR: IRR handles irregularly-timed multiple cash flows and requires root-finding. HPR assumes a single lump-sum cash receipt during the period and ignores the time value of intermediate distributions — for a simple "buy once, sell once, collect distributions" pattern, HPR is sufficient.
- · The annualisation formula breaks down when HPR < −100 % (negative base under a fractional root); the tool clamps the annualised value to −100 % in that extreme case.
- · All amounts are per unit (per share, per bond, per ETF unit). If you prefer "total purchase cost", "total sale proceeds" and "total distributions received", you can enter those equally — the percentage result is identical since the share count cancels.
- · Taxes, broker commissions and bid-ask spread are NOT included; the result is gross / pre-tax HPR. For a net-of-tax HPR, subtract withholding tax from cash income and subtract realised-gain tax from the sell price.
- · References: CFA Institute, "Quantitative Methods" reading on return measures; Bodie, Kane & Marcus, "Investments" ch. 5; Brealey, Myers & Allen, "Principles of Corporate Finance" ch. 7.
Frequently asked
I reinvested the dividends — how do I model that here?
You have two options. (a) Simple: leave "cash income" at zero and set "sell" to the per-unit market value of the position after reinvestment. The HPR then reflects the post-reinvestment net appreciation, but you lose the capital-gain-vs-income split. (b) Strict: this tool assumes the cash income is NOT reinvested, so for the "all dividends reinvested, no new money added" case, HPR and annualised HPR slightly understate the true CAGR because the compounding of reinvested dividends is not captured. If you have a long horizon and large dividend reinvestment, use our DRIP (dividend-reinvestment) calculator instead — it models the period-by-period compounding directly.
Why does the annualised number balloon when my holding period is much shorter than a year?
The annualisation formula (1 + HPR)^(1 / years) − 1 implicitly assumes "this rate of return can be sustained for a full year". For HPR = +10 % over one month, annualised = 1.10¹² − 1 ≈ +213.8 % — mathematically correct, but the interpretation is "if you kept earning 10 % every month for the next eleven months too". That is rarely realistic. For sub-year periods we recommend: (1) use the annualised figure only when comparing several short-horizon options on the same unit; (2) when reporting actual realised performance, quote the un-annualised HPR; (3) do not extrapolate a one-month annualised figure as a forecast. CFA GIPS standards explicitly forbid annualising composite performance for periods shorter than one year.
How does the tool handle losses — say the stock dropped by half?
It handles losses fine. With buy = 100, sell = 50, no income, 2-year horizon, you get HPR = −50 % and annualised = √0.5 − 1 ≈ −29.29 %. If the stock goes to zero (bankruptcy with no liquidating distribution), HPR = −100 % and annualised = −100 % (you have lost everything; the holding period no longer matters). The result is colour-coded red so the sign is unmistakable. Caveat: if you can lose more than the purchase price (e.g. a short position getting squeezed, or a margin call), this tool does not apply — for an unleveraged long position the theoretical lower bound on HPR is −100 %.
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Enter cumulative sales and 1–5 tiered commission rates (e.g. 5 % on the first 100 k, 6 % on the next, 8 % above) and the tool returns total commission, marginal and effective rates, plus the contribution of each tier — used by sales reps, sales managers and year-end payroll.
Customer Lifetime Value Calculator (CLV / LTV)
Enter average order value, purchase frequency, gross margin, churn (or expected lifetime) and discount rate; the tool applies the steady-state formula CLV = (AOV × Freq × Margin) / (Churn + Discount) to give the net present value of one customer over their entire relationship — the standard SaaS, subscription, retail and e-commerce metric.
Average True Range Calculator (ATR)
Paste the high, low and close for the last N bars; the tool applies Wilder's True Range max(H − L, |H − C_prev|, |L − C_prev|) and his RMA smoothing to give ATR — the standard volatility measure for sizing futures, FX and crypto stops and positions.
Dividend Reinvestment Plan (DRIP) Calculator
Enter starting shares, share price, annual dividend yield (DPS / price), expected annual price growth and horizon; the tool runs the year-by-year compounding loop — each dividend is fully reinvested into new shares, which earn the next round of dividends — and reports the final share count, market value, cumulative dividends and annualised CAGR. The standard analysis tool for long-term dividend reinvestment in stocks such as SPY, AAPL and KO.
Personal Net Worth Calculator
Enter assets (cash, investments, property, vehicles, other) and liabilities (mortgage, credit cards, student loans, car loans, other); the tool returns total assets, total liabilities and net worth, plus the debt-to-asset ratio (DTA) and liquid-to-debt ratio commonly used to gauge financial health.
Cash-on-Cash Return Calculator
Enter the annual pre-tax cash flow from a property or investment and the actual cash you invested (down payment plus closing costs); the tool returns CoC = annual_cash_flow ⁄ total_cash_invested — real-estate investors' standard benchmark for cash-on-cash efficiency.
Car Loan Monthly Payment Calculator
Enter the car price, down payment, annual interest rate and loan term; the tool applies the standard amortization formula to give the monthly payment, total interest, total repayment, and a 12-month principal/interest split.
Safety Stock & Reorder Point Calculator
Enter the average daily demand, demand standard deviation, lead time and target service level; the tool applies Safety Stock = Z × σ_d × √L and ROP = d̄ × L + SS to give the reorder point that meets your stock-out tolerance.
Car Lease Monthly Payment Calculator (Depreciation + Money Factor)
Enter the cap cost, residual value, term, money factor and down payment; the tool applies the industry-standard lease formula to split the monthly bill into depreciation, finance charge and pre-tax total.
Loan Extra Payment Savings Calculator (Time & Interest Saved)
Enter the loan principal, annual rate, scheduled monthly payment and the extra you can pay each month; the tool runs month-by-month amortisation to show the time and interest saved, and compares the with- vs without-extra payoff timelines.