Dividend Stock Comparison
Compare up to 3 dividend stocks side by side. See yield, dividend growth, payout ratio, consecutive years of increases, and other key metrics using real data.
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Try: KO vs PEP, or JNJ vs PG vs ABBV
Data sourced from market data. Best values highlighted in each row. This is for illustration only — not financial advice.
Yield gaps in dollars — and when dividend growth flips them
| On a $10,000 position | Stock B at 3% | Stock B at 4% | Stock B at 5% | Stock B at 6% |
|---|---|---|---|---|
| Stock A at 2% | +$100/yr | +$200/yr | +$300/yr | +$400/yr |
| Stock A at 3% | $0/yr | +$100/yr | +$200/yr | +$300/yr |
| Stock A at 4% | −$100/yr | $0/yr | +$100/yr | +$200/yr |
| Stock A at 5% | −$200/yr | −$100/yr | $0/yr | +$100/yr |
How do I compare two dividend stocks head to head?
Put both stocks on equal capital and translate every metric into dollars. On a $10,000 position, a 4% yielder pays $400 per year and a 3% yielder pays $300 — a $100 gap today. Then project the gap forward: multiply each stock's income by (1 + its dividend growth rate) raised to the number of years you plan to hold, because a faster raiser closes a starting gap surprisingly quickly. Finally, compare the safety cushion behind each payment — the stock with more earnings left over after paying its dividend can keep raising through a recession, while the stretched one cannot. Dollars, growth, cushion, in that order.
What matters more, dividend yield or dividend growth?
Over short horizons, yield; over long horizons, growth. Compare a stock yielding 2% and raising its dividend 10% per year against one yielding 4% and raising 2%. The grower's annual income passes the high yielder in about 10 years (2% × 1.10^10 = 5.19% on cost vs 4% × 1.02^10 = 4.88%), and its cumulative income collected pulls ahead after about 17 years. If you need income within the next five to ten years, the 4% stock pays more; if you are compounding for fifteen or more, the fast raiser wins on both annual and total income — provided the growth rate actually persists.
How much extra income does 1% more yield actually add?
Exactly $100 per year for every $10,000 invested — $1,000 per year on a $100,000 portfolio. That linearity makes yield gaps easy to price: moving a $100,000 portfolio from a 3% average yield to 4% adds $1,000 of annual income immediately. The real question is what the extra point costs. Higher-yielding stocks typically raise dividends more slowly, so the trade is front-loaded income against a faster-growing stream, and yields well above sector norms often signal a payout the market expects to be cut. A fair comparison prices both sides: the $100 per $10,000 you gain now, and the growth rate you give up to get it.
Is a 5% yield with no growth better than a 3% yield growing 7%?
It depends entirely on your holding period. A 3% yield compounding at 7% per year passes 5% on cost in about 8 years (3% × 1.07^8 = 5.15%), and its cumulative income collected overtakes the static 5% payer after about 15 years. On a $10,000 position, the flat yielder pays $500 every year forever; the grower starts at $300 but reaches $515 by year 8 and $774 by year 14 (300 × 1.07^14). Retirees drawing income today reasonably prefer the 5% payer; investors a decade or more from needing the money usually end up with both more income and more capital appreciation from the grower.
This tool is for educational and informational purposes only and does not constitute investment, financial, tax, or legal advice. Consult a licensed professional before making investment decisions.
Past performance does not guarantee future results. All projections are hypothetical estimates based on user-provided inputs and may differ materially from actual outcomes.
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