Dividend Calculator

Annual dividend income = shares × annual dividend per share, or amount invested × dividend yield. Use the calculator to get yearly, monthly and per-payment income, project a dividend reinvestment plan (DRIP) year by year, or find the capital needed for a monthly income goal.

Your position and the dividend Example values Replace them with your own.

Shares–
Position value–
Annual dividend per share–
Dividend yield–
Annual income (before tax)–
Monthly average–
Each payment–
Annual income after tax–

Money is shown to 2 decimals and shares to 4. Everything is calculated in your browser. Nothing is saved or sent. Example values are fictional.

How the dividend calculator works

A stock’s dividend is usually quoted as an annual amount per share, even when it is paid in several instalments. Everything else follows from that number.

Shares (if you enter an amount) = amount invested ÷ share price Dividend yield = annual dividend per share ÷ share price × 100 Annual dividend per share = share price × yield ÷ 100 Annual income = shares × annual dividend per share Monthly average = annual income ÷ 12 Each payment = annual income ÷ payments per year After-tax income = annual income × (1 − tax rate)

Worked example: yield and income (the default values)

You own 100 shares at $50.00. The company pays $2.00 per share a year in four quarterly payments.

  1. Position value: 100 × $50.00 = $5,000.00.
  2. Dividend yield: $2.00 ÷ $50.00 × 100 = 4.00%.
  3. Annual income: 100 × $2.00 = $200.00.
  4. Monthly average: $200.00 ÷ 12 = $16.67. Each quarterly payment: $200.00 ÷ 4 = $50.00.
  5. If 15% tax is withheld, you keep $200.00 × 0.85 = $170.00 a year.

A monthly payer with the same $2.00 annual dividend pays the same $200.00 a year, in twelve payments of $16.67. Frequency changes the timing, not the annual total. It matters for reinvestment, because earlier payments buy shares sooner.

How the DRIP projection is calculated

The projection steps through every month. It keeps a running share count and applies the same rules each month:

  1. Share price in month k = today’s price × (1 + price growth)k/12. It grows smoothly through the year.
  2. Dividend per share for year y = today’s annual dividend × (1 + dividend growth)y−1. Today’s annual dividend = price × yield. The dividend rises once a year, as most companies announce raises.
  3. On a payment month (every month, every 3, 6 or 12 months), the payment = shares × annual dividend ÷ payments per year. Tax = payment × tax rate. With reinvestment on, the after-tax amount buys shares at that month’s price: new shares = net dividend ÷ price. With it off, the cash is set aside and counted in the final value but earns nothing.
  4. Contributions buy shares at that month’s price after the dividend is paid: every month, or once at the end of each year.
price(k) = P₀ × (1 + price growth)^(k/12) dividend/share = P₀ × yield × (1 + dividend growth)^(year − 1) payment = shares × dividend/share ÷ payments per year net payment = payment × (1 − tax rate) shares (DRIP) += net payment ÷ price(k) value at end = shares × price(end) + cash dividends kept

Fractional shares are assumed, as most brokers and plans allow. Fees are not modelled. “Yield on money put in” is the final year’s dividends before tax divided by your initial investment plus contributions; reinvested dividends are not counted as money you put in.

Worked example: 0% growth, reinvested quarterly

$10,000 at $50.00 a share buys 200 shares. A 4% yield is $2.00 a share a year, paid as $0.50 a quarter. Keep the price flat and the dividend flat (0% growth), no tax, no contributions.

The default DRIP example, year by year

$10,000 initial, $50.00 share price, 4% yield paid quarterly, 5% dividend growth, 4% price growth, $100 added each month, 15% dividend tax, reinvestment on, 20 years. Figures from the calculator:

YearPut inSharesPriceValueDividends after tax that year
1$11,200.00230.6415$52.00$11,993.36$366.23
5$16,000.00355.7256$60.83$21,639.73$700.97
10$22,000.00522.7255$74.01$38,688.07$1,328.62
20$34,000.00929.5942$109.56$101,842.77$3,875.05

Over 20 years the example pays $39,172.74 in dividends before tax, of which $5,875.91 goes to tax. These numbers come only from the assumptions entered. Real dividends and prices do not grow in a straight line.

Capital needed for a monthly dividend income

Annual income before tax = monthly target × 12 ÷ (1 − tax rate) Capital needed = annual income before tax ÷ yield

Example: $1,000 a month at a 4% yield with no tax needs $12,000 ÷ 0.04 = $300,000. With 15% tax, you need $12,000 ÷ 0.85 = $14,117.65 a year before tax, so $14,117.65 ÷ 0.04 = $352,941.18. A higher yield lowers the capital needed on paper, but yield alone says nothing about whether the dividend can be sustained.

Ex-dividend date: who gets paid

A dividend goes to shareholders on the company’s books on the record date. Exchanges set the ex-dividend date, which Investor.gov says is usually the record date itself (or the business day before it when the record date is not a business day). Investor.gov (SEC) states: “If you purchase a stock on its ex-dividend date or after, you will not receive the next dividend payment.” It adds: “With a significant dividend, the price of a stock may fall by that amount on the ex-dividend date.”

That price drop is why buying just before the ex-date to “collect” a dividend does not create free money. The value moves from the share price into your account as cash, and the cash may be taxed.

DRIPs, taxes and cost basis

Enter one blended rate for simplicity. Tax rates depend on your income, country and account type; this tool does not work them out for you.

Limits and risks

Common mistakes

FAQ

How do you calculate dividend income?

Multiply the number of shares you own by the annual dividend per share. 100 shares of a stock that pays $2.00 a year give $200 a year. Divide by 12 for the monthly average ($16.67) or by the number of payments for each payment ($50 per quarter if it pays quarterly). If you only know the yield, annual income = amount invested × yield: $5,000 × 4% = $200.

How much do I need to invest to make $1,000 a month in dividends?

Capital needed = (monthly income × 12) ÷ dividend yield. $1,000 a month is $12,000 a year, so at a 4% yield you need $12,000 ÷ 0.04 = $300,000; at 3% you need $400,000. If 15% tax comes off the dividends, divide by (1 − 0.15) first: $12,000 ÷ 0.85 ÷ 0.04 = about $352,941. Dividends are not guaranteed, so the income can fall.

How is dividend yield calculated?

Dividend yield = annual dividend per share ÷ share price × 100. A $2.00 annual dividend on a $50 share is a 4% yield. Because price is in the denominator, the yield rises when the price falls, even if the dividend does not change.

Are reinvested dividends taxed?

In the US, yes. IRS Publication 550 says that if you use your dividends to buy more stock at a price equal to its fair market value, you must still report the dividends as income. Tax-advantaged accounts follow different rules. The reinvested amount also adds to your cost basis.

Do I get the dividend if I buy on the ex-dividend date?

No. Investor.gov says that if you purchase a stock on its ex-dividend date or after, you will not receive the next dividend payment; the seller gets it. To receive it you must buy before the ex-dividend date.

What is a DRIP and how does it work?

A dividend reinvestment plan (DRIP) uses each cash dividend to buy more shares, often fractional shares, instead of paying you cash. FINRA describes DRIPs as plans that automatically reinvest any dividends a company pays out. The new shares earn dividends of their own, so the share count and the income grow over time if the dividend is maintained.

Related tools and templates

Educational tool only, not financial, investment or tax advice. Projections use the fixed rates you enter and do not predict future dividends or prices; companies can cut or stop dividends. Tax rules quoted apply to US taxpayers; check current rules or a tax professional. Sources: Investor.gov, Ex-Dividend Dates, Investor.gov, Direct Investment Plans, FINRA, Stocks, IRS Pub. 550, IRS Topic 404. Retrieved 27 Oct 2026.