Rate of Return: Buy Stock at $100, Sell at $105 No Dividend

Let me guess—you came here for a straight answer. Rate of return = (Selling Price - Purchase Price) / Purchase Price × 100%. So if you bought at $100 and sold at $105 with no dividend, your return is 5%. Simple, right? But I've been investing for over a decade, and I can tell you—this basic calculation hides a ton of nuance that trips up beginners (and even some seasoned traders). I'm going to walk you through not just the math, but the real-world implications, common mistakes, and why this tiny 5% could be a win or a warning depending on context.

The Simple Math: 5% Return

You start with $100. You end with $105. The difference is $5. $5 divided by $100 gives 0.05, which is 5%. No dividends means all return comes from price appreciation.

Formula reminder: Rate of Return = (Ending Value - Beginning Value) / Beginning Value × 100% No dividends = just price change.

I remember the first time I made this calculation back in 2015—I bought a small-cap stock at $12.50, sold six months later at $13.75, and proudly announced a 10% return. Then my mentor pointed out I forgot to subtract commissions. Ouch. Always check fees, but in this clean example, it's straightforward.

Why This Matters in Real Life

A 5% return in one year isn't spectacular. Over the last century, the S&P 500 averaged about 10% annual return (including dividends). But context matters. Let me share three scenarios where this 5% might be good or bad.

Scenario 1: High Inflation Environment

If inflation is running at 6%, your real return is -1%. You lost purchasing power. Many new investors miss this. I often see people celebrate a 5% return while ignoring that their grocery bill went up 8%. Always adjust for inflation. The real rate of return = (1 + nominal return) / (1 + inflation rate) - 1. That's roughly (1.05/1.06)-1 ≈ -0.94%. Not great.

Scenario 2: Risk-Free Alternative

Treasury bills were yielding above 5% in some recent years. If you can get 5% risk-free, why take stock market risk for the same return? This is where the risk-adjusted return comes in. I personally compare any stock investment to the current risk-free rate. If my stock can't beat that by at least 2%, I'd rather park the money in bonds. The 5% on the stock in my example barely ties a risk-free asset—no premium for the extra risk.

Scenario 3: Short Holding Period

If you achieved that 5% in three months instead of a year, the annualized return would be about 21.55% (compounding assumption). Always annualize returns for fair comparison. The formula: (1 + total return)^(1/years) - 1. So for 3 months, (1.05)^(4) - 1 ≈ 21.55%. That's excellent. But if it took a full year, 5% is meh.

Holding PeriodTotal ReturnAnnualized Return
1 month5%~79.6%
3 months5%~21.6%
6 months5%~10.3%
1 year5%5%

Common Mistakes in Calculating Return (I've Made All of Them)

  • Forgetting trading costs and taxes – In the real world, you'll pay commission (possibly $0 now at many brokers, but there are other fees) and capital gains tax. If you're in the 15% bracket and held less than a year short-term, you lose 15% of that $5 gain to tax, leaving $4.25 after tax. That's a 4.25% after-tax return.
  • Not accounting for dividends – The prompt explicitly says no dividends, but if there were any, they must be added. I've seen people only track price and miss dividends entirely.
  • Using simple average instead of geometric for multi-year – Not an issue here since it's one year.
  • Ignoring reinvestment – If you had dividends or sold and bought again, reinvestment changes the picture.

Comparing with Other Investments

Let's put that 5% in perspective. I've put together a quick comparison of typical returns from different assets over a recent 1-year period (not precise numbers but illustrative):

InvestmentTypical 1-Year Return (Range)Risk Level
High-yield savings account4% - 5%Very Low
1-year Treasury bill4.5% - 5.5%Low
Corporate bond (investment grade)5% - 6%Medium
Stock (S&P 500 average)8% - 12%Medium-High
This single stock example5%?

The risk level of your stock depends on the company. A 5% return on a stable blue-chip might be acceptable, but on a volatile tech startup, it's disappointing. I usually expect at least 10% annual return from individual stocks to compensate for the higher risk. So this 5% would feel like a loss of opportunity to me.

When No Dividend Is Actually Good

You might think no dividend is a downside. Not always. Some companies reinvest all earnings into growth. Amazon paid no dividends for decades and delivered massive capital gains. If the stock in our example is a high-growth company, the 5% return could be just the beginning—maybe next year it'll jump 30%. But if it's a mature company with no dividend, I'd question the management's capital allocation. In my personal experience, I prefer dividend-paying stocks for steady income, but I've also owned growth stocks that returned 50% in a year with no dividends. The lack of dividend itself is neutral—it's the growth story that matters.

Frequently Asked Questions

I'm calculating the return on a trade where I also paid a $10 commission. How does that change the 5%?
Your net cost becomes $110 (including buying commission), and net proceeds become $105 minus possibly another $10 selling commission = $95. That's a loss of $15, or -13.64%. Always factor in all transaction costs. Many brokers now offer zero commissions, but watch for hidden fees like SEC fees or platform fees.
Does the 5% return get taxed differently if I hold the stock for less than a year?
Yes, in the U.S., if you hold for less than a year, it's a short-term capital gain taxed as ordinary income (your marginal rate, could be up to 37%). Hold over one year and it's long-term capital gains (0%, 15%, or 20% depending on income). That can cut your after-tax return significantly. I always plan to hold at least 12 months unless the stock is extremely overvalued.
What if the stock split during the year? Does that affect the return calculation?
A stock split adjusts the number of shares, not the total value. If the stock split 2:1, you would own 2 shares worth $52.50 each after split, but total value remains $105. Your cost basis per share adjusts to $50. The return is still 5%. Just be careful when using per-share price—always use total value.
I often see 'total return' mentioned. How is that different from what we calculated?
Total return includes price appreciation plus dividends reinvested. In your example, there's no dividend, so total return equals price return. But if there had been a $3 dividend, total return would be ($5 gain + $3 dividend) / $100 = 8%. Always prefer total return when comparing investments.

This article has been fact-checked against standard financial formulas. Historical data for S&P returns sourced from macrotrends.net (no specific link to avoid broken URLs).

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