Money makes more sense
when you can see it.
Four quick experiments. No jargon, no sign-up. Change one assumption and watch what happens.
Same goal.
A different deadline.
You want to save $12,000, starting from zero. What happens to the monthly amount when you give yourself more time?
At zero interest, $12,000 divided by 24 months is $500 per month.
Try it with your own goal ↗A monthly habit.
A future possibility.
Start with $25,000 and save for 25 years. Assume a constant 5% annual return. Change the monthly contribution to see what comes from deposits and what comes from hypothetical growth.
A projection is not a retirement-readiness assessment.
Explore income and withdrawals in retirement ↗The same $100.
Less buying power?
A purchase costs $100 today. Explore what the price could become in 10 years at a constant inflation rate.
The dollar amount and what it can buy are different ideas.
Explore purchasing power ↗A small percentage.
A lasting difference.
Start with $100,000 for 20 years. Assume a constant 7% gross annual return and no contributions. Change the fee to explore the model.
Compared with a 0.1% annual fee.
The model subtracts the fee from the gross return. It does not assess services or suitability.
Compare your own assumptions ↗Use the arrow keys to change a focused slider. These examples stay in your browser.
What these lessons leave out
All examples are hypothetical and educational. Returns and inflation are constant assumptions, not forecasts. The savings example has no interest; the retirement-savings example uses month-end deposits and a fixed effective annual return before fees, taxes and inflation, with no withdrawals or employer match unless included in the contribution; the inflation example models a single purchase; the fee example approximates fees as a reduction in return. Taxes, real-world variability and suitability are excluded. Lower fees alone do not determine the value of an investment or service.
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