Find how long it takes to reach a savings goal, or how much to save each month to get there.
Quick answer
At 4% a year it takes 42 months (3 years and 6 months). You deposit $18,800 and earn $1,500.74 in interest.
| Monthly deposit | Months | Years |
|---|---|---|
| $200 | 77 | 6.4 |
| $300 | 54 | 4.5 |
| $400 | 42 | 3.5 |
| $600 | 29 | 2.4 |
| $800 | 22 | 1.8 |
These figures are computed with the same formulas as the Savings Goal Calculator above. Change the inputs in the tool to see your own result. For a full table, see Inflation table.
The Savings Goal Calculator answers two questions: how long it will take to reach a target with what you save each month, or how much you need to save each month to reach it by a date. Enter your goal, what you have saved, an optional interest rate, and it shows the time or the monthly amount, the interest earned and a chart of your balance rising toward the goal.
Made for everyone. Typical uses:
To reach $10,000 starting from $2,000 with $300 saved each month at 4% interest, it takes 26 months and you earn about $514.59 in interest. To reach the same goal in 3 years instead, you would save $202.86 a month.
Deposits are assumed at the end of each month and interest compounds monthly at a constant rate. Real savings rates change, interest can be taxable and inflation reduces what the goal will buy.
Accuracy: Formulas follow standard published methods and are checked against worked reference examples. Results are estimates based on the values you enter and do not replace advice from a qualified professional.
Expert Tip
Pick a monthly contribution you can commit to every single month, not the maximum you could theoretically save — a smaller, consistent contribution reaches the goal more reliably than a larger one you end up skipping some months.
Every savings plan is a version of one of two questions. How long will it take to reach my goal if I save a certain amount each month? Or how much must I save each month to reach my goal by a certain date? The calculator answers both. Enter your goal, what you have already saved, an optional interest rate and either the monthly amount or the years available.
Take a goal of $10,000 when you already have $2,000. Saving $300 a month with no interest takes 27 months. If the money earns 4 percent a year, it takes 26 months and the interest adds about $515. If you would rather set a deadline, reaching $10,000 in three years needs $202.86 a month at 4 percent, in two years $314.07, and in one year $647.87.
At the interest rates paid by most savings accounts, the amount you deposit does most of the work over short periods. In the example above, interest supplied about $515 of a $10,000 goal. Halving the time to reach a goal almost doubles the monthly amount, regardless of the rate. That is why a realistic timeline is the most important input: a plan that is too ambitious will be abandoned in a few months.
Over longer periods, interest matters more. That is where the Compound Interest Calculator is the better tool, since it shows the effect of growth across decades and of investing rather than saving.
Different goals have different time frames, and the time frame decides where the money should sit. Short goals want safe, accessible money; longer goals can accept some risk.
The best savings plans run without willpower. Set up an automatic transfer on payday so the money leaves before you can spend it. Give the goal a name and keep it in a separate account so it does not blur with everyday spending. Track progress monthly and compare it with the chart: a line that stays on the target path is encouraging, and a gap tells you early to adjust.
If you are behind, you have three levers: save more each month, extend the deadline, or reduce the goal. The calculator lets you test each one. If your income is irregular, base the plan on your lower months and add the extra in good months. The Salary Calculator can help translate an hourly rate into the monthly income you plan around.
The calculator assumes a constant interest rate, deposits at the end of each month and no taxes. In reality, savings rates change, interest may be taxable and prices rise. A goal of $10,000 today may cost $11,000 or more in three years if the item you are saving for gets more expensive. For a long goal, adjust the target upwards with the Inflation Calculator. Leave the interest field blank for money that earns nothing, such as cash at home.
The three figures at the top are the time (or monthly amount), the total you deposit, including what you already have, and the interest earned. The chart shows the balance rising towards the goal line. If the goal is unreachable in 100 years at the amount you entered, the calculator says so rather than showing a nonsense date. Nothing you type is stored or sent anywhere; it all runs in your browser.
How to work out the time to reach a target, the monthly amount for a deadline, and how much interest really adds, using worked examples and the formula behind them.
Compound interest explained step by step: the formula, why time matters more than the rate, how monthly deposits change the result, and how to test your own numbers.
What is really inside a monthly mortgage payment, how the down payment and PMI interact, why 15 and 30 year loans differ so much, and how to budget for the full cost.
Reference table with CSV download.
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