Growth 7 min read Lesson 5 of 6

Compound Growth

The "8th wonder of the world." Learn how your money grows faster over time when your gains start earning their own gains.

1 What is Compound Growth?

Compound growth is when your earnings start earning their own earnings. It's like a snowball rolling downhill—it picks up more snow and grows faster the longer it rolls.

Simple vs Compound:

Simple growth: You earn interest only on your original money

Compound growth: You earn interest on your money AND on all the interest you've already earned

2 See the Magic in Action

Let's say you invest $1,000 and earn 10% per year:

Year Starting Balance 10% Gain Ending Balance
1 $1,000 +$100 $1,100
2 $1,100 +$110 $1,210
5 $1,464 +$146 $1,610
10 $2,358 +$236 $2,594
30 $15,863 +$1,586 $17,449

🎯 The Result

Your $1,000 becomes $17,449 after 30 years—without adding any extra money! In year 1, you earned $100. In year 30, you earned $1,586 from the SAME investment.

3 Why Time is Your Best Friend

The longer you invest, the more powerful compounding becomes. Look at the difference starting early makes:

Early Emma (starts at 22)

Invests $200/month for 10 years, then stops

Total invested: $24,000

At age 62: ~$540,000

Late Larry (starts at 32)

Invests $200/month for 30 years straight

Total invested: $72,000

At age 62: ~$400,000

Emma invested 3x LESS money but ended up with MORE because she started 10 years earlier!

4 The Rule of 72 (Quick Math Trick)

Want to know how long it takes to DOUBLE your money? Use the Rule of 72:

72 Ă· Return Rate = Years to Double

At 6% return

12 years

72 Ă· 6 = 12

At 8% return

9 years

72 Ă· 8 = 9

At 10% return

7.2 years

72 Ă· 10 = 7.2

! What Can Hurt Compounding

Withdrawing early

Taking money out stops it from compounding

High fees

Fees eat into your returns and reduce compounding

Waiting to start

Every year you delay is lost compounding time

Key Takeaways

  • Compound growth = your gains earning their own gains
  • Time is more powerful than the amount you invest
  • Starting early beats investing more later
  • Rule of 72: divide 72 by return rate to find doubling time

Test Your Knowledge

Answer these 3 questions about compound growth.

Question 1: What makes compound growth different from simple growth?

Question 2: Using the Rule of 72, how long to double your money at 8% return?

Question 3: Why did "Early Emma" end up with more money than "Late Larry" even though she invested less?

Important Disclaimer

Educational Purpose Only: This lesson is for educational purposes only and does not constitute financial, investment, or legal advice. Compound growth projections are hypothetical.

Hypothetical Returns: Compound growth assumes consistent returns over time. In reality, returns vary significantly year to year, and periods of negative returns can dramatically reduce the compounding effect.

Consult a Professional: A qualified financial advisor can help you understand how compounding applies to your specific investment strategy and retirement planning.