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Time Is Still Your Superpower
- Warm-up
- Story
- Learn
- Play
- Quiz
- Remember
- Try it
- Finish
About this lesson
About 15 minutes · 5 quiz questions
The big idea: Compound growth makes earlier money worth more than later money, so small and early often beats big and late, at any starting age.
Lesson outline
The big idea: Compound growth makes earlier money worth more than later money, so small and early often beats big and late, at any starting age.
The story: Two savers, ten years apart
Ana and Marcus stand in a park beside a small seedling and a grown tree, comparing savings that started ten years apart.
- Narrator: Two coworkers each save $200 a month. Ana starts at 25. Marcus starts at 35. Both stop at 65.
- Narrator: The example grows 6% a year, every year. Real returns go up and down, and nobody promises them.
- Marcus: Same $200 a month, just ten fewer years. How big can the gap be?
- Narrator: Ana puts in $96,000 and ends with about $381,500. Marcus puts in $72,000 and ends with about $194,900.
- Ana: Only $24,000 more from me, but nearly twice the result. The early years did the heavy lifting.
- Narrator: To catch up, Marcus would need about $390 a month. Starting smaller and earlier does the same work.
- Marcus: Then the best day for me to start is the next payday, at whatever amount fits.
- Narrator: Small and early often beats big and late, at any age.
What you’ll learn
Growth on growth
Compounding means your money earns growth, and then that growth earns growth too. The longer it runs, the faster the pile grows. That’s why early dollars carry so much weight.
The rule of 72
Divide 72 by a yearly growth rate to estimate how many years money takes to double. It’s a handy shortcut for comparing rates, not a promise.
Example: at 6% a year, 72 ÷ 6 = about 12 years to double.
Steady beats perfect
Adding money every month matters as much as the start date. Small, automatic amounts keep compounding working, and raising them a little each year adds up. Waiting for the perfect amount or moment costs time.
Returns aren’t guaranteed
Investments rise and fall. Lessons use a steady example rate to show the idea, but real returns jump around from year to year. An average annual return is a long-run average, not what happens every year.
Key words
- compounding
- earning growth on your past growth
- Also called: compound growth
- rule of 72
- 72 ÷ a yearly rate ≈ the years for money to double
- average annual return
- the yearly growth averaged over many years, not what happens each year
Common questions
- Is it too late if I’m starting later?
- No. Every dollar still compounds from the day it goes in. Starting now, at any amount, gives that money all the time that’s left.
- Where would the money actually grow?
- Usually in investments held inside an account like a 401(k) or IRA. The next lessons cover what those are.
Remember this
Small and early often beats big and late.
Try it: Try a small monthly amount
- Open the Retirement Calculator.
- Enter a small monthly amount that could fit your budget.
- Change the starting age by a few years and see what time adds.
Try the Retirement Calculator with a small monthly amount.
Live facts
Numbers that change over time, with when they were last checked and where they come from.
Compound interest calculator
Source: Investor.gov (SEC)(opens in a new tab)
Builds on
Leads to
Practice with real numbers:Try the retirement calculator
Lessons teach how money works. They are not financial advice.