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Savings Calculator: $$25,000 Goal at 5%

How much to save each month to reach your $$25,000 goal in 5 years at 5% annual interest.

Monthly Savings Needed

$368

Goal: $25,000 · Rate: 5% · Term: 5 years

Item Amount
Savings Goal $25,000
Total Contributions $22,057
Interest Earned $2,943
Monthly Contribution $368
Monthly: $368 Total saved: $22,057

Year-by-Year Growth

How your savings accumulate toward your $$25,000 goal.

Year Balance Contributions Interest Earned
1 $4,514 $4,411 $103
2 $9,259 $8,823 $436
3 $14,246 $13,234 $1,012
4 $19,489 $17,645 $1,844
5 $25,000 $22,057 $2,943

Rate Comparison — $$25,000 Goal

Rate Monthly Savings Total Contributions Interest Earned
4% $377 $22,625 $2,375
6% $358 $21,499 $3,501
5% (current) $368 $22,057 $2,943

Understanding Your $$25,000 Savings Plan at 5%

To reach a $$25,000 savings goal in 5 years at 5% annual interest (compounded monthly), you need to save $368 per month. Over 5 years, your total contributions come to $22,057, and compound interest adds $2,943 toward your goal.

Starting from $0 with consistent monthly deposits, your savings grow steadily thanks to the power of compound interest. By year 1, your balance reaches approximately $4,514. By the final year, you hit your $$25,000 target.

Frequently Asked Questions

How much do I need to save monthly to reach $$25,000 at 5%?

To reach $$25,000 in 5 years at 5% annual interest (compounded monthly), you need to save $368 per month. Your total contributions will be $22,057.

How much interest will I earn saving for a $$25,000 goal at 5%?

At 5% interest, your $$25,000 goal requires $22,057 in total contributions. The interest earned accounts for $2,943 of your savings goal.

How does 5% compare to other savings rates for a $$25,000 goal?

At 5%, you need to save $368/month. A higher rate means less monthly savings needed — for example, at 6% you would only need $358/month.

How This Is Calculated

This page uses the future value of an ordinary annuity formula to solve for the monthly contribution needed:

FV = PMT × [((1 + r/n)nt − 1) / (r/n)]

Solving for PMT: PMT = FV × (r/n) / ((1 + r/n)nt − 1)

Where FV = $$25,000 (savings goal), r = 0.05 (annual interest rate), n = 12 (monthly compounding), and t = 5 (years).

Substituting: PMT = 25,000 × 0.004167 / ((1 + 0.004167)60 − 1) = $368.

Future value of annuity formula. Monthly compounding (n=12). Starting balance of $0. No withdrawals.

Explore Other Rates for $$25,000 Goal

Explore Other Goals at 5%

Want to customize your savings plan? Try our interactive savings calculator with adjustable starting balance, time horizon, and rates.

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⚠️ Estimates only. Actual savings account rates vary over time. Interest rates are subject to change. Not financial advice. Consult a financial advisor.