Future investment value by contributions, time, and return
20 years future value starting with $50K
Starting with $50K and investing $500 monthly for 20 years produces an estimated future value of $335,567 and inflation-adjusted value of $225,827.
Key results
This compound projection assumes end-of-month contributions and constant return and inflation rates.
- Projected future value
- $335,567
- Value in today's dollars
- $225,827
- Estimated investment gain
- $165,567
Investment assumptions
- Starting investment
- $50,000
- Monthly contribution
- $500
- Period
- 20 years
- Expected return
- 5%
- Inflation
- 2%
Change the investment assumptions
After changing an input, use the share button to copy the new result URL.
Calculator inputs
Preparing the calculator with default assumptions.
Results
Assumes your inputs remain constant throughout the period.
- Total contributions
- $170,000
- Estimated investment gain
- $165,567
- Inflation adjustment
- $109,740
The inflation adjustment is not a fee. It shows the difference in purchasing power between future dollars and today's dollars.
Future value questions
What is the difference between future value and today's value?
Future value is the nominal amount your investment may reach. Today's value adjusts that amount for expected inflation to express its purchasing power in current dollars.
What expected return should I enter?
Use a conservative long-term annual return rather than relying on one product's recent performance. Compare several scenarios, such as 3%, 5%, and 7%, instead of treating one estimate as certain.
When are monthly contributions added?
The calculator assumes the same contribution is made at the end of each month. Each contribution is added after that month's investment growth is applied.
Does the calculation include taxes and fees?
No. Taxes, trading costs, fund expenses, advisory fees, and currency conversion costs can all reduce actual results.
Why does a higher inflation rate reduce today's value?
The nominal future value remains the same, but faster price increases reduce what that future amount can buy. The inflation-adjusted value therefore appears lower.