Teacher Guide: Introduction to Investing
Learn the basics of investing, including stocks, bonds, and how your money can grow over time.
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Class quiz
10 questions on Investing Basics. Students join with a name, you see everyone's score.
For Teachers
- Define investing and explain how it differs from saving
- Apply the compound growth formula to calculate investment returns
- Compare risk and return characteristics of stocks and bonds
- Calculate portfolio values with multiple asset types
- Explain why starting to invest early matters
- • Understanding of percentages and decimals
- • Basic exponent calculations
- • Familiarity with simple and compound interest concepts
- 1. If you had 1000 dollars to invest today, how would you split it between stocks and bonds? Why?
- 2. Why do you think many people don't start investing until later in life?
- 3. What's the difference between 'saving for something' and 'investing for the future'?
- 4. How might you explain compound growth to a younger sibling?
You need to be wealthy to invest
The stock market is just like gambling
You should sell when the market drops
For Struggling Students:
- • Focus on simple growth calculations with whole number percentages
- • Use concrete examples with money amounts students can relate to
- • Provide growth factor tables instead of requiring exponent calculations
For On-Level Students:
- • Calculate compound growth over various time periods
- • Compare different investment scenarios
- • Analyze simple portfolio allocations
For Advanced Students:
- • Explore the Rule of 72 for estimating doubling time
- • Calculate real returns by accounting for inflation
- • Analyze historical market data and calculate actual returns
- 7.RP.A.3 (CCSS.MATH.CONTENT.7.RP.A.3)
Use proportional relationships to solve multistep ratio and percent problems
- HSF-LE.A.1 (CCSS.MATH.CONTENT.HSF.LE.A.1)
Distinguish between situations that can be modeled with linear functions and with exponential functions
- visualInvestment Growth Calculator
Interactive tool showing how investments grow over time
- activityBuild Your Portfolio
Allocate virtual money across stocks, bonds, and savings
- worksheetCompound Growth Practice
Calculate future values of different investment scenarios
Lesson Content
Everything students see: definition, examples, common mistakes, applications. Tap to open.
Lesson Content
Everything students see: definition, examples, common mistakes, applications. Tap to open.
Definition
- Higher potential returns (your money can grow faster)
- Some risk (you might lose money)
- Time (investments work best over many years)
- = final amount
- = principal (starting money)
- = annual return rate (as decimal)
- = time in years
Worked Examples
You invest 1000 dollars at 7% annual return. How much will you have after 10 years?
Identify the values
, , → Principal, rate, time
Apply the formula
→ Set up calculation
Calculate
→ Growth multiplier
Find final amount
→ About 1967 dollars
Answer: After 10 years, your 1000 dollars grows to about 1967 dollars - nearly double! You earned 967 dollars without doing any extra work.
Common Mistakes
Confusing investing with gambling
Why it's wrong: While both involve risk, investing is based on research and long-term growth, not chance. Historically, diversified investments have always grown over long periods.
Correct: Think of investing as planting a tree - it takes time to grow, but it's not random. Gambling is like hoping for lightning to strike.
Thinking you need a lot of money to start
Why it's wrong: Many apps let you start with just a few dollars. The key is starting early, not starting big.
Correct: Even 25 dollars per month can grow to over 30,000 dollars in 30 years at 7% return.
Checking investments too frequently
Why it's wrong: Markets go up and down daily. Checking constantly causes anxiety and poor decisions.
Correct: Successful investors think in years and decades, not days and weeks.
Why It Matters
- Retirement: Most people need investments to afford retirement
- Beating inflation: Money in a regular account loses value over time as prices rise
- Compound growth: Your earnings generate their own earnings (the "snowball effect")
- Financial goals: Buying a home, funding education, or starting a business
Real World Applications
Retirement Planning
Most retirement savings (like 401k or IRA accounts) are invested in the stock market to grow over decades.
Example:
If you invest 500 dollars monthly from age 25 to 65, earning 7% annually, you'll have about 1.2 million dollars for retirement.
A company matches 50% of your retirement contributions up to 6% of your salary. You earn 50,000 dollars per year.
If you contribute 6% of your salary, how much total goes into your retirement account annually?
Step 1: Write the mathematical expression
Your contribution plus company match:
College Savings
Parents often invest money to pay for their children's future education.
Example:
Starting when a child is born, investing 200 dollars monthly at 6% return for 18 years yields about 77,000 dollars for college.
Parents invest 5000 dollars when their child is born. College costs 100,000 dollars and is 18 years away.
If investments grow at 8% per year, will the 5000 dollars be enough?
Step 1: Write the mathematical expression
Calculate the future value:
Building an Emergency Fund
While emergency funds should be easily accessible, understanding growth helps set savings goals.
Example:
Having 6 months of expenses (about 15,000 dollars) invested conservatively can still earn 3-4% while remaining accessible.
You want to build a 10,000 dollar emergency fund. You can save 400 dollars per month.
How many months will it take to reach your goal (without investment returns)?
Step 1: Write the mathematical expression
Calculate months needed:
Key Takeaways
- 1Investing means putting money to work with the expectation of growth over time
- 2The compound growth formula is
- 3Stocks have higher potential returns but more risk; bonds are safer but grow slower
- 4Diversification (spreading investments) reduces risk
- 5Starting early is more important than starting with a lot of money
- 6Time in the market beats timing the market - stay invested for the long term
Frequently Asked Questions
What's the difference between saving and investing?
Can I lose all my money investing?
How much should I invest?
What's the best age to start investing?
Glossary
- Stock
- Ownership share in a company. When the company does well, the stock value increases.
- Bond
- A loan you make to a company or government that pays you interest.
- Portfolio
- Your collection of all investments (stocks, bonds, etc.).
- Diversification
- Spreading money across many investments to reduce risk.
- Return
- The profit or loss on an investment, usually expressed as a percentage.
- Risk
- The possibility of losing money on an investment.
- Compound growth
- When your earnings generate their own earnings, creating exponential growth.