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DCA · Dollar-cost averaging · Systematic investment

S&P 500 DCA calculator (historical returns)

Recurring contributions are common in 401(k)s, IRAs, and taxable accounts. This historical tool uses annual S&P 500 total returns from 1928–2024; it represents the entered monthly budget as 12× invested at the start of each year, so the result is an annual approximation rather than an exact monthly schedule.

By Snowballr Research Team
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Built from: IRS · FINRA · SEC · BLS · Federal Reserve · Freddie Mac30+ primary sources verified
Your what-if
$
Historical model: monthly budget × 12 invested at the start of each year through 2024.
1990
19282024
You would have
$1.98M
by end of 2024 — from $210K total contributed
In 1990 dollars (real, after inflation)$781K
Nominal ending value above contributions840.89%
Years held35
Cumulative inflation×2.53

Uses annual S&P 500 total return (with dividends reinvested) and CPI-U inflation, 1928–2024. Source: Damodaran (NYU Stern) + Shiller CAPE + BLS. Excludes fees, taxes, and bid/ask. Real return = nominal ÷ cumulative CPI.

The classic Vanguard research paper "Dollar-Cost Averaging Just Means Taking Risk Later" found that lump-sum investing beat DCA in about two-thirds of 10-year historical periods. But that framing misses the point for most contributors: 401(k) participants don't have a lump sum to deploy — they have a paycheck. DCA is the default because that's how income arrives.

Sequence-of-returns risk cuts both ways for DCA. If you start DCA'ing at a market top (Jan 2000), the first several years buy at falling prices — you accumulate more shares cheap. If you start at a bottom (Mar 2009), you buy the initial position cheap but later contributions buy at higher prices. Both eventually converge; the earlier you start, the less the entry-point matters.

An important simplification: this calculator applies contributions annually rather than monthly to keep the historical simulation consistent. The entered monthly amount is multiplied by 12 and invested at the start of each year; compare the result with a true monthly model before treating small differences as meaningful.

Frequently asked

What would $500/month invested in the S&P 500 since 1990 be worth today?

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In this calculator's annual approximation, a $500/month input becomes a $6,000 contribution at the start of each year. From 1990 through 2024, that produces about $1,975,872 nominal from $210,000 contributed in the historical series; it is not a forecast or an exact month-by-month backtest.

Is DCA better than lump-sum investing for the S&P 500?

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Vanguard's 2012 research (and a 2023 update) found lump-sum beat DCA in ~68% of 10-year periods, by an average of 2.4%. But lump-sum requires having a lump sum — for most investors receiving monthly income, DCA is the only available option. Also DCA reduces regret risk if you happen to invest right before a crash.

How much should I invest monthly in the S&P 500 to have $1M at 65?

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Depends heavily on start age. Starting at 25 with 40 years to compound at 8% real: ~$300/month. Starting at 35 (30 years): ~$700/month. Starting at 45 (20 years): ~$1,700/month. Starting at 55 (10 years): ~$5,000/month. The math is punishing for late starters — every 10-year delay roughly triples the required monthly.

Should I DCA or wait for a market crash?

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Historically, time-in-market beats timing-the-market. Between 1994 and 2024, missing just the 10 best market days cut your total return roughly in half. Those best days often cluster right after crashes — meaning waiting-for-a-crash tends to make you miss the recovery. DCA every month, ignore headlines.

Does this account for dividend reinvestment?

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Yes. The underlying return series is S&P 500 total return (price + dividends reinvested). Skipping dividends underrates historical performance by ~2%/year — a huge gap over decades. Modern index-fund brokerages default to DRIP, so this reflects real behavior.
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Historical returns are not indicative of future results. Excludes broker/ETF fees, taxes, and bid-ask spread. Data: Damodaran (NYU Stern), Shiller CAPE, BLS CPI-U. See our sources, editorial standards, and disclaimer.