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3 Percent Inflation Over 30 Years
This page shows the buying power of a 30-year balance when prices rise 3 percent a year. The starting return is 6.5 percent.
On the starting figures the final balance is $381,421. After inflation it is worth $157,141.
How buying power is worked out
The calculation runs month by month. The yearly return of 6.5 percent becomes a monthly rate of 0.5417 percent. Each month the balance grows by that rate and then the deposit of $250 is added. Your $15,000 start and every deposit after it keep growing for the rest of the 30 years. Two rates are at work. Your money grows at 6.5 percent a year while prices rise at 3 percent. The calculator divides the final balance by the price growth over 30 years to show its buying power.
Worked example
Put $15,000 in and add $250 a month for 30 years at 6.5 percent. The balance reaches $381,421 before inflation of 3 percent is applied.
Prices grow by a factor of 2.43 at 3 percent over 30 years. The final balance therefore buys about as much as $157,141 does at the start.
Questions about this calculator
What if inflation were 4 percent instead of 3 percent over 30 years?
The balance would buy about $117,599 instead of $157,141.
How much would you need at the end to keep up with 3 percent inflation over 30 years?
$381,421 has the buying power of $157,141. To match $381,421 of buying power you would need $925,810 in future money.
Which inflation rate should I use for a 30-year plan when testing 3 percent?
Use a long-run average you are comfortable with. Prices rarely rise at a steady pace so test a low and a high case. Here 3 percent leaves $157,141 of buying power while 5 percent leaves $88,252 and 1 percent leaves $282,985.
What real return is left at 6.5 percent growth and 3 percent inflation over 30 years?
Roughly 3.4 percent a year over 30 years. That is how fast your buying power grows.
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This page is for education only and is not financial or tax advice.