Simple investing explainer

See how regular investing, time, and compounding interact. Change the monthly amount to compare saving less, staying on plan, and adding more.

age
age
$USD
$USD
%

Long-term stock market returns have often averaged about 7% to 14% per year. Use a lower return for a more conservative projection and a higher return to model stronger market growth.

Estimated value at age 62

$1,895,503

Includes $1,789,903 in estimated market growth, about 94.4% of the ending value.

$200 / mo at 10%

Ending value makeup

$1,895,503
Your invested dollars$105,600
Market growth$1,789,903

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How the balance builds

Growth crossover: Year 13, age 31
Projected investment value over time$0$500K$1M$1.5M$2M051015202530354044growth crossover
Your invested dollars
Market growth
Total value

If you start earlier or later

Monthly amount needed to still reach $1,895,503 by age 62

Started 5 years earlier (age 13)

$121
Start age13
Years invested49
Timing5 years earlier
Change per month-$79

Start now

$200
Start age18
Years invested44
TimingNow
Change per month$0

Start 5 years later (age 23)

$332
Start age23
Years invested39
Timing5 years later
Change per month+$132

Start 10 years later (age 28)

$554
Start age28
Years invested34
Timing10 years later
Change per month+$354

Start 15 years later (age 33)

$932
Start age33
Years invested29
Timing15 years later
Change per month+$732

What changes if you save more or less?

70%, 100%, and 130% of $200 per month

Save 30% less

-$568,651
Monthly amount$140
Ending value$1,326,852
Market growth$1,252,932
You put in$73,920

Your stated plan

$0
Monthly amount$200
Ending value$1,895,503
Market growth$1,789,903
You put in$105,600

Save 30% more

+$568,651
Monthly amount$260
Ending value$2,464,154
Market growth$2,326,874
You put in$137,280

Common questions

Simple Investing Explainer

What does the simple investing explainer show?

It shows how a starting balance, monthly investments, an expected return, and time can combine into total contributions and estimated market growth.

Is the return assumption guaranteed?

No. The return is a simplified constant assumption for education. Real investment returns vary, can be negative, and depend on asset allocation, fees, taxes, and timing.

Disclosures

How to read the projection

This calculator is an educational compounding illustration. It assumes a constant annual return, monthly compounding, and month-end contributions. Actual investment returns vary and may be negative, especially over shorter periods.

The projection does not include taxes, inflation, account fees, fund fees, trading costs, contribution limits, changing income, or withdrawals. It is for informational purposes only and is not financial, investment, tax, accounting, or legal advice.