Money · Investing and retirement
Why starting early matters
Compounding means your returns earn returns, so time matters more than amount. The SEC's numbers, assuming a 7% average yearly return: to reach $1 million by 65, starting at 18 takes about $254 a month; starting at 35 takes $883; at 45, $2,033. Start with whatever you can, raise it when your pay goes up, and keep emergency money in savings, not investments.
You'll need
- The SEC's free compound interest calculator
- A rough idea of what you could set aside each month
What to know
- See compounding in small numbers. $100 earning 5% a year becomes $105 after one year and $110.25 after two, because year two also earns on the $5 of interest. Source: Investor.gov1
- Leave it alone and it keeps going: more than $162 in 10 years and almost $340 in 25, without adding a dime. Source: Investor.gov1
- Know the cost of waiting. Starting later means you need to invest more of your pay to reach the same goal. Source: Investor.gov3 See the table below.
- Make it regular. Investing a set dollar amount or set percentage of your income is how compounding builds; when you get a raise, raise your contribution. Source: Investor.gov3 See Automating your savings.
- Use the right account. If your job offers a 401(k) or 403(b), find out how it works and whether your employer matches what you put in. See 401(k), 403(b) and IRAs.
- Keep fees low, because fees compound against you. In the SEC's example, $100,000 over 20 years ends near $208,000 with a 0.25% yearly fee and near $179,000 with a 1% fee. Source: Investor.gov5 See Index funds and fees.
- Run your own numbers in the SEC's compound interest calculator.
What it takes to reach a goal by 65
Monthly investment needed, assuming a 7% average annual return. From the SEC. Source: Investor.gov3
| Start at age | $500,000 by 65 | $1,000,000 by 65 |
|---|---|---|
| 18 | $127/month | $254/month |
| 25 | $209/month | $418/month |
| 35 | $441/month | $883/month |
| 45 | $1,016/month | $2,033/month |
| 55 | $3,016/month | $6,032/month |
Small habits, real money
SEC examples at 5% a year. Source: Investor.gov2
| Habit you skip | Saved per year | After 5 years | After 30 years |
|---|---|---|---|
| $1 candy bar a day | $365 | $465.84 | $1,577.50 |
| $2 slice of pizza a day | $730 | $931.69 | $3,155.02 |
See it done
Video by Khan Academy Nonprofit
Saving enough for retirement
Full title on YouTube: “Saving enough for retirement | Financial mathematics (TX TEKS) | Khan Academy”2025 · Checked October 3, 2026
Video won't load at school or work? No problem. Everything you need is in the steps; the video's just a bonus. Watch it on YouTube later.
If it doesn't work
- Feel like you're starting late? It's never too late; you'll just need to put in more, and every raise is a chance to bump it up. Source: Investor.gov3
- No emergency fund yet? Build that first in a savings account. The SEC says savings is the right place for short-term goals and emergencies, and investing is for long-term goals. Source: Investor.gov3 See How much to save, starting small.
- Tempted to spend instead? The SEC suggests a rule: wait 24 hours before buying anything on impulse. Source: Investor.gov2
Good to know
The details, if you want them. Tap a line to open it.
The Rule of 72
Divide 72 by the yearly return to estimate how many years it takes money to double. At 9%, about every 8 years. Source: Investor.gov1
Time horizon
If retirement is 30 years away, you have time to ride out market ups and downs. Source: Investor.gov3
Take it with you
Printable cardDownload card (PDF)Sources
- U.S. Securities and Exchange Commission What is compound interest? (Investor.gov)
- U.S. Securities and Exchange Commission Small savings add up to big money (Investor.gov)
- U.S. Securities and Exchange Commission Introduction to investing (Investor.gov)
- U.S. Securities and Exchange Commission Compound interest calculator (Investor.gov)
- U.S. Securities and Exchange Commission Understanding fees (Investor.gov)
- U.S. Securities and Exchange Commission What you can do to avoid investment fraud (Investor.gov)
Lesson M9.1 · Last checked October 2, 2026 against the sources listed.
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