Cost of Waiting Calculator
This tool asks one simple question:
If someone starts at age 20 and waits 10 years instead, what changes by age 65?
It compares two timelines using the same monthly amount and the same example return assumption.
Educational prototype only. This tool uses simplified user-entered assumptions and does not recommend when to invest, how much to contribute, or what return to expect.
Modeled timeline comparison
These outputs are illustrative and based only on the assumptions entered.
Main takeaway
What is driving this?
Time difference
Difference between the two
Amount added vs. modeled growth
What drives the difference
Growth share
Gap breakdown
The difference between the two can be separated into the extra amount added and the extra modeled growth difference.
Extra amount added + extra modeled growth difference = difference between the two.
Scenario comparison
This comparison separates amounts added from modeled growth so the difference is easier to understand. It does not forecast investment returns or recommend a contribution plan.
| Scenario | Start age | Months modeled | Total added | Modeled growth | Ending value |
|---|
How to read this result
- Start-now scenario means the timeline that begins at the first age entered.
- Wait scenario means the timeline that begins after the waiting period.
- Difference between the two means start-now ending value minus wait-scenario ending value.
- Extra amount added shows how much more money was added during the waiting years.
- Extra modeled growth difference shows how much of the difference came from modeled growth, not just added money.
- Example annual return controls how strongly time affects the modeled growth.
This section explains the output; it does not tell anyone which timeline to use.
What would change this result?
This result would change if any user-entered assumption changed, including:
- Start age
- Years waited
- Compare-until age
- Monthly amount
- Example annual return
In this prototype, time changes the number of contribution periods, while the return assumption changes how contributions interact with modeled growth.
Formula in plain English
This tool compares two timelines. Each monthly amount is modeled forward until the comparison age. The start-now scenario has more monthly periods and more time for modeled growth.
The difference is separated into extra amount added and extra modeled growth difference.
What this teaches
Compounding is not only about the return assumption. Time and repeated monthly amounts can strongly affect the modeled result.
Key idea
The longer a monthly amount remains in a compounding model, the more time it has to interact with the return assumption.
This prototype is designed to explain compounding structure, not recommend an investing or retirement decision.
Assumptions used in this prototype
- Monthly amounts are constant.
- Monthly amounts are added at the end of each month.
- Annual return is user-entered and constant.
- No starting balance is included.
- No employer match is included.
- No taxes are included.
- No fees are included.
- No inflation adjustment is included.
- No monthly amount increases are included.
- No withdrawals are included.
- No market volatility is included.
- No guarantee is made that any return will occur.
- This is a simplified educational prototype.
What this does not do
- This is not investment advice.
- This is not retirement advice.
- This is not savings advice.
- This is not tax advice.
- This is not a recommendation.
- This is not a projection.
- This does not account for market volatility, taxes, fees, inflation, or real-life cash-flow changes.
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Was anything confusing about the start age, waiting years, compounding difference, assumptions, or explanation?
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