A Stock Market Project for High School That Grades Reasoning, Not Luck
Jude Wallis
Founder of EconLearn · 2nd place internationally, Economics Olympiad (econolympiad.org)
A stock market project for high school should not reward the student who takes the largest risk during a short contest and happens to get lucky. It should reward a defensible portfolio, accurate return calculations, comparison with a benchmark, and an honest explanation of what the result does and does not prove. This four-week version does exactly that, with no real money involved.
The core change from the usual stock market game is simple: portfolio return is evidence, not the grade. A student can outperform for bad reasons and underperform after making a thoughtful decision. The assignment grades the reasoning that existed before the outcome was known.
The project in one page
Students manage an imaginary $100,000 portfolio for four weeks. They choose at least five publicly traded companies across at least three sectors, keep any uninvested amount as cash, record each decision before seeing what happens next, and compare the final portfolio return with a broad-market benchmark selected on day one.
No real trades, options, leverage, short selling, or cryptocurrency are needed. Those additions mostly increase noise and make the project harder to assess.
| Week | Student product | What it assesses |
|---|---|---|
| 1 | Investment policy and starting portfolio | Diversification, risk, evidence |
| 2 | First decision log and economic connection | Reasoning before outcome |
| 3 | Midpoint calculation and one revision | Return math, updating beliefs |
| 4 | Benchmark comparison and final report | Evaluation, reflection |
Week 1: write the rule before choosing stocks
Before selecting a company, every student writes a short investment policy statement:
- What is the portfolio trying to achieve over the four-week simulation?
- How much volatility is the student willing to accept?
- What evidence will count as a reason to buy or sell?
- What maximum share may any one company occupy?
- Which broad-market index will be the benchmark?
A workable classroom rule is at least five companies, at least three sectors, and no more than 30 percent in one company. It is not a claim about the perfect real-world portfolio. It is a constraint that prevents one lucky price move from becoming the whole assignment.
Students record the date, price, number of shares, total cost, portfolio weight, and a two-sentence thesis for every starting position. A thesis must name a business or economic reason, not merely that the price has recently risen.
The decision log
Every buy, hold, or sell decision is written before the next price is observed. This is the anti-hindsight device that makes the project worth running.
| Date | Decision | Evidence available at the time | Prediction | What would change my mind? |
|---|---|---|---|---|
| Sept. 3 | Hold Company A | Revenue rose, but input costs also rose | Profit margin may narrow | Two quarters of stable margins |
Limit students to one optional trade per week. Unlimited trading turns the project into clicking and makes it impossible to tell whether the student had a coherent strategy.
Week 2: connect a company to economics
Each student chooses one holding and explains it with a course model. Good connections include:
- A change in input costs shifting the firm's supply curve.
- Demand becoming more or less elastic as substitutes enter.
- Interest rates changing the cost of borrowing and planned investment.
- Exchange-rate movements affecting an importer or exporter.
- Market structure changing pricing power and entry threats.
The model does not need to predict the stock price. That distinction matters. An economic model can explain a force affecting revenue or cost without proving that the current share price is too high or too low. Markets may already have incorporated the public information.
Week 3: calculate the midpoint honestly
Students calculate the return on each position and the whole portfolio:
Position return = (Ending value - Beginning value + Cash distributions) / Beginning value x 100
Portfolio return = (Ending portfolio value - Starting portfolio value) / Starting portfolio value x 100
For a classroom simulation that does not track dividends, state that limitation rather than quietly treating dividends as zero. Consistency matters more than false precision.
Students then compare the result with the benchmark over the exact same dates:
Excess return = Portfolio return - Benchmark return
Example: a $100,000 portfolio grows to $103,500, so its return is 3.5 percent. If the benchmark rises 4.2 percent over the same dates, excess return is negative 0.7 percentage points. The student made money in the simulation but underperformed the benchmark. Both statements are true.
Week 4: the final report
The final report is three pages or five slides, not a poster. It includes:
1. The original investment policy and whether the student followed it.
2. Starting and ending portfolio values with the calculation shown.
3. Benchmark return and excess return over matching dates.
4. One decision that looks strong in hindsight and whether the original reasoning was actually strong.
5. One decision that looks weak in hindsight and whether the original reasoning was actually weak.
6. One economic concept that helped explain a company, plus one thing the concept could not predict.
7. The change the student would make to the process, not the stock picks, next time.
The fourth and fifth prompts separate process from outcome. A good decision can lose money over four weeks; a bad decision can make money. Short windows are dominated by noise, which is why the report must not treat the ranking as a measure of investing skill.
The 100-point rubric
| Category | Points | Full-credit evidence |
|---|---|---|
| Starting policy and diversification | 20 | Clear rule, benchmark, risk limit, and portfolio constraints |
| Decision logs | 20 | Dated reasoning written before outcomes, with falsifiable predictions |
| Economics analysis | 20 | Correct model, correct causal chain, and an explicit limit |
| Calculations and benchmark | 20 | Accurate portfolio return, benchmark return, and excess return |
| Reflection | 20 | Separates decision quality from outcome and identifies a process improvement |
Do not award points for finishing first. Do not make the highest return the winner. If the class wants a leaderboard, show benchmark-relative results anonymously and discuss why four weeks cannot distinguish skill from luck.
Common ways the project goes wrong
Students buy only familiar consumer brands. The sector rule forces actual diversification and opens discussion about concentration risk.
The benchmark is chosen at the end. That invites students to select the comparison that flatters the result. Choose it on day one and use the same dates.
The report explains every move after the fact. The dated decision log prevents a story from being rewritten once the result is known.
The simulation teaches that trading is investing. The one-trade-per-week limit keeps attention on evidence and portfolio construction rather than activity for its own sake.
Students confuse a company with its stock. A strong company can be a poor purchase at a sufficiently high price, and a weak quarter does not automatically make a share undervalued. Require students to say what their evidence establishes and what it does not.
For other projects built around real data and economic models, use the economics project ideas for high school. Pair this assignment with the market structures guide, interest rates explainer, and high school economics lesson plans.
Frequently asked questions
How do you grade a high school stock market project?
Grade the investment policy, dated decision logs, economics analysis, return calculations, benchmark comparison, and reflection. Do not grade raw return or reward the top portfolio, because a short simulation cannot separate skill from luck.
How long should a classroom stock market project last?
Four weeks is enough for several checkpoints without taking over the course. It is not long enough to measure investing skill, so the assignment must grade process and reasoning rather than performance. One optional trade per week keeps the work manageable.
What should students compare their portfolio against?
Choose a broad-market benchmark on day one and measure it over the same starting and ending dates as the portfolio. Students calculate excess return as portfolio return minus benchmark return. Choosing the benchmark after the result creates hindsight bias.
Should the student with the highest return win the stock market game?
No. The highest short-run return often belongs to the portfolio that took the most concentrated risk and got lucky. A useful project rewards a diversified process, reasoning written before the outcome, accurate calculations, and honest evaluation afterward.
Ready for class
Turn this topic into a class activity
Build a short prediction activity with one student link, or browse the free interactive graphs you can place in a class site or LMS.
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