Dividend Stocks vs Growth Stocks: Which Wins in 2026?

How the dividend vs growth comparison is worked out

On the defaults — $10,000.00 of starting capital, a 3.50% dividend yield, 6.00% dividend-stock price growth, a 10.00% growth-stock return, 20 years, and 15% dividend tax — the dividend stock ends at $55,787.58, compounding at 8.975% a year (6.00% price growth plus 3.50% yield after 15% tax), and the growth stock ends at $67,275.00, compounding at 10.00% a year. The winner is growth stocks, by $11,487.42. If you spent the dividends instead of reinvesting them, you would receive $12,874.96 over 20 years — $350.00 in year 1 and $1,058.96 in year 20. The whole comparison is three moves: work out the dividend stock’s effective compounding rate, grow both stocks, and compare the ending values.

Five things about the model are worth stating plainly. First, both stocks start with the same capital and the same horizon, in a taxable account — the comparison is apples to apples. Second, the dividend stock’s price grows at the price-growth rate and it pays a dividend yield on the current price every year, so the dividends grow with the price. Third, dividends are taxed every year even when reinvested, so the effective compounding rate is price growth plus yield times one minus the dividend tax — at the defaults 6.00% + 3.50% × 85% = 8.975%. Fourth, the growth stock pays no dividends, so it compounds at its return and is taxed only when you sell — this comparison does not charge that tax, which flatters the growth stock. And fifth, the dividends-if-spent figures are gross, before tax — the tax would take 15% of each year’s dividend. The comparison ignores capital-gains tax at sale, fees, and the fact that real dividends and growth rates are not constant.

The worked example, line by line

Setup: starting capital $10,000.00, dividend yield 3.50%, dividend-stock price growth 6.00%, growth-stock return 10.00%, horizon 20 years, dividend tax 15%.

Line 1 — work out the dividend stock’s effective compounding rate. The rate is 6.00% + 3.50% × (1 − 15%) = 6.00% + 2.975% = 8.975% a year.

Line 2 — grow the dividend stock. $10,000.00 × (1.08975)²⁰ = $55,787.58.

Line 3 — grow the growth stock. $10,000.00 × (1.10)²⁰ = $67,275.00.

Line 4 — compare. The growth stock is higher by $67,275.00 − $55,787.58 = $11,487.42, so growth wins.

Line 5 — work out the dividends if spent. The dividends grow with the price, so the total is $10,000.00 × 3.50% × ((1.06)²⁰ − 1) ÷ 6% = $12,874.96 over 20 years. The year-1 dividend is $10,000.00 × 3.50% = $350.00, and the year-20 dividend is $350.00 × (1.06)¹⁹ = $1,058.96. Rounding convention: totals are computed from unrounded values, so rounded parts may differ by a cent from their rounded sum.

Every branch, checked

Dividend yield 5.00%: Starting capital $10,000.00, dividend yield 5.00%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 15.00%: dividend stock $70,399.89, growth stock $67,275.00, winner Dividend stocks win by $3,124.89, dividends if spent $18,392.80, year-20 dividend $1,512.80 — a yield of 5.00% flips the comparison — the dividend stock wins by $3,124.89, and the dividends if spent rise to $18,392.80.

Growth-stock return 8.00%: Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 8.00%, 20 years, dividend tax 15.00%: dividend stock $55,787.58, growth stock $46,609.57, winner Dividend stocks win by $9,178.01, dividends if spent $12,874.96, year-20 dividend $1,058.96 — cut the growth return to 8.00% and the dividend stock wins by $9,178.01 — the growth stock’s edge is entirely in its return.

Horizon 30 years: Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 30 years, dividend tax 15.00%: dividend stock $131,766.90, growth stock $174,494.02, winner Growth stocks win by $42,727.12, dividends if spent $27,670.37, year-30 dividend $1,896.44 — over 30 years the gap widens to $42,727.12 — time magnifies the return difference, and the growth stock pulls further ahead.

Horizon 10 years: Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 10 years, dividend tax 15.00%: dividend stock $23,619.40, growth stock $25,937.42, winner Growth stocks win by $2,318.03, dividends if spent $4,613.28, year-10 dividend $591.32 — over 10 years the gap is only $2,318.03 — the shorter the horizon, the closer the race.

Dividend tax 0%: Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 0.00%: dividend stock $61,416.12, growth stock $67,275.00, winner Growth stocks win by $5,858.88, dividends if spent $12,874.96, year-20 dividend $1,058.96 — sheltering the dividends from tax lifts the dividend stock to $61,416.12 and closes most of the gap — the tax shelter is worth $5,628.54 of ending value.

Starting capital $50,000: Starting capital $50,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 15.00%: dividend stock $278,937.92, growth stock $336,375.00, winner Growth stocks win by $57,437.08, dividends if spent $64,374.78, year-20 dividend $5,294.80 — five times the capital, five times the ending values — the comparison scales exactly, so the winner never changes with the starting amount.

Dividend-stock price growth 8.00%: Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 8.00%, growth return 10.00%, 20 years, dividend tax 15.00%: dividend stock $80,260.72, growth stock $67,275.00, winner Dividend stocks win by $12,985.72, dividends if spent $16,016.69, year-20 dividend $1,510.50 — faster dividend-stock price growth flips the comparison — the dividend stock wins by $12,985.72, because the price growth and the yield compound together.

The reverses, worked backwards

Growth-stock return for a tie: 8.98% — the exact growth return for a tie is 8.9750%. At 8.98% the growth stock is $55,838.80, ahead by $51.22; 8.97% gives $55,736.41, behind by $51.17. The star is a PERCENT.

Dividend yield for a tie with 10.00% growth: 4.71% — the exact yield for a tie is 4.7059%. At 4.71% the dividend stock is $67,317.82, ahead by $42.82; 4.70% gives $67,213.87; 4.72% gives $67,421.93. The star is a PERCENT.

Horizon for the dividend stock to reach $100,000: 27 years — the smallest horizon that gets the dividend stock to $100,000. At 27 years it is $101,818.27; 26 years gives $93,432.68, short of $100,000.00. This is a step reverse: years come in whole numbers, so there is no exact 26-point-something. The star is YEARS.

Dividend tax for a dividend ending value of $60,000 in 20 years: 3.65% — the exact dividend tax is 3.6470%. At the displayed 3.65% the dividend stock is $59,998.85, which does NOT land exactly on $60,000.00 — that is correct under the continuous convention, because the displayed value is rounded to two decimals. 3.64% gives $60,002.69; 3.66% gives $59,995.01. The star is a PERCENT.

Starting capital for a dividend ending value of $100,000: $17,925.14 — the exact starting capital is $17925.1355. At $17,925.14 the dividend stock is $100,000.03, which does NOT land exactly on $100,000.00 — that is correct under the continuous convention. $17,925.13 gives $99,999.97; $17,925.15 gives $100,000.08. The star is DOLLARS.

Dividend-stock price growth for a tie with 10.00% growth: 7.03% — the exact dividend price growth for a tie is 7.0250%. At 7.03% the dividend stock is $67,336.19, ahead by $61.19; 7.02% gives $67,213.87; 7.04% gives $67,458.71. The star is a PERCENT.

What the defaults assume

The defaults are starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 15.00% — dividend stock $55,787.58, growth stock $67,275.00, winner Growth stocks win by $11,487.42. With a 0% dividend yield, Starting capital $10,000.00, dividend yield 0.00%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 15.00%: dividend stock $32,071.35, growth stock $67,275.00, winner Growth stocks win by $35,203.64, dividends if spent $0.00, year-20 dividend $0.00 — pure 6.00% price growth, no income at all. With a 1-year horizon, Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 1 years, dividend tax 15.00%: dividend stock $10,897.50, growth stock $11,000.00, winner Growth stocks win by $102.50, dividends if spent $350.00, year-1 dividend $350.00 — one year is barely enough for the dividend to matter. With a 40-year horizon, Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 40 years, dividend tax 15.00%: dividend stock $311,225.45, growth stock $452,592.56, winner Growth stocks win by $141,367.10, dividends if spent $54,166.69, year-40 dividend $3,396.23 — four decades of compounding turn the return gap into a $141,367.10 chasm. With a 37% dividend tax, Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 37.00%: dividend stock $48,411.28, growth stock $67,275.00, winner Growth stocks win by $18,863.72, dividends if spent $12,874.96, year-20 dividend $1,058.96 — the top ordinary rate takes a heavy toll on the dividend stock. With a 0% growth-stock return, Starting capital $10,000.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 0.00%, 20 years, dividend tax 15.00%: dividend stock $55,787.58, growth stock $10,000.00, winner Dividend stocks win by $45,787.58, dividends if spent $12,874.96, year-20 dividend $1,058.96 — the growth stock just sits at $10,000.00. With $0 of starting capital, Starting capital $0.00, dividend yield 3.50%, dividend price growth 6.00%, growth return 10.00%, 20 years, dividend tax 15.00%: dividend stock $0.00, growth stock $0.00, winner Tie, dividends if spent $0.00, year-20 dividend $0.00 — nothing in, nothing out. Rounding convention: totals are computed from unrounded values, so rounded parts may differ by a cent from their rounded sum.

Output · formula · meaning

Who uses this

• The income investor choosing between two stocks: they learn the growth stock wins by $11,487.42 on the defaults — but the dividend stock pays $12,874.96 along the way, and they check the 4.71% reverse to see what yield would flip the result.
• The 20-year accumulator: they learn time magnifies the return gap — $2,318.03 over 10 years, $11,487.42 over 20, $42,727.12 over 30 — and they check the 27-year reverse to see when the dividend stock reaches $100,000.
• The Roth IRA holder: they learn a 0% dividend tax lifts the dividend stock to $61,416.12 and closes most of the gap — and they check the tax-0% branch before deciding where to hold dividend stocks.
• The yield chaser: they learn a 5.00% yield flips the comparison to a $3,124.89 dividend win, with $18,392.80 of spendable dividends — and they check the yield branch before buying for income alone.

Accuracy & limitations

The math is first-principles: the dividend stock compounds at the price-growth rate plus the yield after dividend tax, so the effective rate is price growth + yield × (1 − dividend tax); the ending value is the capital times one plus the rate to the power of the years; the growth stock compounds at its return with no dividends; the dividends if spent are the capital times the yield times the price-growth annuity factor, and the year-N dividend is the capital times the yield times the price growth to the power of N − 1. Every figure is rounded to cents half-up, and the totals are computed from unrounded values, so rounded parts may differ by a cent from their rounded sum. What the model cannot do is tell you what YOUR stocks will earn: it assumes constant yields, growth rates, and tax rates, while real dividends are cut, raised, and suspended, and real returns vary year to year; it does NOT charge capital-gains tax when you sell the growth stock, which flatters growth; it does NOT model fees, which eat into both; it treats the dividend tax as a single flat rate, while real dividend taxation depends on qualified-dividend status, your bracket, and the account type; it does NOT model inflation, so the ending values are nominal, not real; and it does NOT model the risk that either company fails. Use it to compare the mechanics of income vs growth, then check the tax treatment of your own account before you invest.

Frequently asked questions