SCHD Dividend Calculator
Project income from the Schwab US Dividend Equity ETF, with reinvestment, monthly contributions and tax.
https://calculators.nirajiitr.com/finance/schd-dividend-calculator
Your investment
Leave at zero for a one-off lump sum.
SCHD was around $27 as of 2026-05-01 — set it to today's price.
Assumptions
SCHD pays quarterly, so that is 80 distributions.
Dividends
- Total dividends collected
- $69,171
- Portfolio value
- $163,926
- Shares owned
- 2,288.2
- Yield on cost
- 33.7%
- final-year income against $25 K paid in
Year-by-year breakdownShowHide
| Year | Shares | Income | Value |
|---|---|---|---|
| 1 | 961.4 | $989 | $27,257 |
| 2 | 999 | $1,099 | $29,738 |
| 3 | 1,038.8 | $1,222 | $32,469 |
| 4 | 1,081 | $1,360 | $35,477 |
| 5 | 1,125.8 | $1,515 | $38,793 |
| 6 | 1,173.3 | $1,688 | $42,452 |
| 7 | 1,223.7 | $1,883 | $46,491 |
| 8 | 1,277.4 | $2,102 | $50,956 |
| 9 | 1,334.5 | $2,349 | $55,896 |
| 10 | 1,395.3 | $2,626 | $61,365 |
| 11 | 1,460.1 | $2,939 | $67,425 |
| 12 | 1,529.2 | $3,292 | $74,149 |
| 13 | 1,603 | $3,691 | $81,614 |
| 14 | 1,681.9 | $4,141 | $89,910 |
| 15 | 1,766.2 | $4,651 | $99,141 |
| 16 | 1,856.5 | $5,227 | $109,420 |
| 17 | 1,953.3 | $5,882 | $120,879 |
| 18 | 2,057.1 | $6,624 | $133,666 |
| 19 | 2,168.5 | $7,467 | $147,951 |
| 20 | 2,288.2 | $8,425 | $163,926 |
- Income starts at about $989 a year and reaches $8,425 — roughly 8.5x growth.
- SCHD distributes quarterly, and the projection compounds on that schedule rather than annually.
- These are pre-tax figures. Pick a tax jurisdiction above to see what is actually left.
- Every rate here is an assumption held constant for the whole period, which no fund guarantees.
How it works
Two things compound at once, which is what makes dividend investing hard to eyeball. The dividend per share grows at its own rate, and if you reinvest, the share count grows as well — each distribution buying more shares, which then earn their own distributions. SCHD pays quarterly, so that loop runs 4 times a year rather than once, and contributions buy in at whatever the price happens to be. Tax, when you switch it on, comes out of each distribution before the remainder is reinvested, so it reduces the income and slows the compounding at the same time.
income(period) = shares x (annual dividend per share / periods per year)- shares
- Shares held, which grows with reinvestment and contributions
- annual dividend per share
- Price multiplied by yield, growing each year
- periods per year
- 4 for SCHD, a quarterly payer
- yield on cost
- Final-year income measured against everything you paid in
Worked example
$25,000 into SCHD at $27 a share, a 3.8% yield, 7% annual dividend growth, 5% price growth, reinvesting quarterly for 20 years.
- 1$25,000 at $27 buys about 926 shares
- 2The starting dividend is $27 x 3.8% = $1.03 per share a year, paid in four instalments of about $0.26
- 3Each quarter's payout buys more shares at the new price, lifting the share count
- 4Meanwhile the payout per share grows 7% a year, so both halves of the equation are rising
Around $8,400 of income in year 20 against a $25,000 outlay — a yield on cost above 33%, even though the headline yield never moved from 3.8%.
Frequently asked questions
What is SCHD's actual dividend yield?
It has generally sat between roughly 3% and 4% since the fund launched in 2011, moving inversely with price — when the share price falls the yield rises, and vice versa. The default here is a reasonable recent figure rather than a live quote, so set it to whatever the fund is actually yielding on the day you use it. Deliberately not pulling a live price keeps the page from quietly going stale, and the date the defaults were taken is shown next to the price field.
Is 7% dividend growth a reasonable assumption for SCHD?
SCHD's dividend grew at roughly 11% a year over its first decade, which is unusually strong and reflects a particular period for US dividend payers. Assuming that continues for another twenty years is optimistic. The default here is deliberately more conservative, and it is worth running the projection at 3% or 4% as well — the gap between those two runs is usually larger than people expect, because the growth rate compounds against a share count that is itself compounding.
What is yield on cost, and why does it get so high?
Yield on cost measures the income against what you originally paid, not against what the shares are worth now. If you buy at a 4% yield and the dividend per share doubles over a decade, you are earning 8% on your original money, even though a new buyer still only gets 4%. It is a useful way to see the effect of dividend growth, but it is not comparable to the yield a new investor would get, and a high yield on cost does not by itself mean the holding is a good one today.
How much difference does DRIP actually make?
Over five years, not much — usually a few percent. Over twenty or thirty it tends to dominate the result, because reinvested shares earn distributions that buy further shares. Toggle reinvestment off and on with a long horizon set and the gap is usually the single largest number on the page. The catch is that reinvesting in a taxable account still leaves you owing tax on income you never received in cash, which is exactly what the tax panel models.
How is SCHD taxed?
SCHD's distributions are essentially all qualified dividends, which means US investors pay long-term capital gains rates — 0%, 15% or 20% depending on taxable income — rather than ordinary income rates, plus the 3.8% net investment income tax above $200,000 single or $250,000 married filing jointly. That favourable treatment is one of the real arguments for a fund like this over a covered-call fund with a higher headline yield. Switch the account type to a Roth or traditional IRA and the annual drag disappears from the projection entirely.
Why does the projection compound quarterly?
Because SCHD pays quarterly, in March, June, September and December. An annual model understates the result, since each quarter's reinvestment starts earning three months sooner than a single year-end payment would. The difference is small in any one year and meaningful across thirty. The year-by-year table still shows one row per year, so the extra precision does not cost you any readability.
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