Savings Goal Calculator

How much to save each month to reach your goal on time.

What do you want to know?
%

Your savings account's APY, or an expected return. Use 0 for cash.

When you want to have the money.

Currency and number format

Save each month

$465.38

Save $465.38 a month for 3 years to reach $20,000.00 by 21 October 2029.

Months of saving
36
Total saved (including what you have)
$18,753.84
Interest earned
$1,246.16
Balance at the end
$20,000.00

Assumes you save at the end of each month and the rate stays the same. Investment returns are not guaranteed.

Fix the highlighted field to update the result.

How your savings build up

Money saved and interest earned, year by year010K20K123
  • Money you put in
  • Interest earned
Balance at the end of each year
YearSaved so farInterest so farBalance
17,5851827,766
213,16959413,763
318,7541,24620,000
Show the working

i = (1 + 0.04)^(1/12) − 1 = 0.00327374; n = 36. Monthly saving = ($20,000.00 − $2,000.00 × (1 + i)^n) × i ÷ ((1 + i)^n − 1) = $465.38

How to use

  1. Enter your savings goal and anything you have already saved.
  2. Enter the interest rate your savings earn. Use 0 for cash.
  3. To find the monthly amount, pick the goal date.
  4. To find the time, switch to How long it will take and enter what you can save each month.

Formula

Monthly saving = (goal − saved × (1 + i)^n) × i ÷ ((1 + i)^n − 1)
Months needed  = ln((goal + C ÷ i) ÷ (saved + C ÷ i)) ÷ ln(1 + i)
  • i is the monthly rate: (1 + yearly rate)^(1/12) − 1.
  • n is the number of months until your goal date, and C the monthly saving.
  • Deposits are made at the end of each month. With no interest, it is simply (goal − saved) ÷ months.

Example

Goal: $20,000 in 3 years, with $2,000 saved, at 4% a year.

  • Save $465.38 a month for 36 months.
  • You put in $18,753.84 in total, and interest adds $1,246.16.
  • Without interest you would need $500 a month.

How long instead? Saving $400 a month from the same start reaches $20,000 in 42 months (3 years 6 months).

Monthly saving to reach $10,000

Starting from nothing:

Time No interest 4% a year 7% a year
1 year $833.33 $818.43 $807.74
2 years $416.67 $401.19 $390.21
3 years $277.78 $262.18 $251.25
5 years $166.67 $151.11 $140.46

Interest helps more the longer you save, but the time you give yourself matters most.

Tips for a realistic plan

  • Use your account’s APY, the yearly rate after compounding, or a cautious return for investments.
  • Round the monthly amount up, and set up an automatic transfer on payday.
  • Long goal? Prices rise too. Add a little to the target for inflation.
Why our figures can differ from other calculators

We convert the yearly rate to a monthly rate so savings grow by exactly that rate each year. Calculators that divide the yearly rate by 12 compound slightly faster, so they show a slightly lower monthly amount.

Saving at the start of each month instead of the end also reaches the goal a little sooner.

Saving for retirement? The retirement calculator also shows how long the money lasts once you start withdrawing.

Frequently asked questions

How much do I need to save each month to reach my goal?

Solve the future value of monthly deposits for the payment. To reach $20,000 in 36 months with $2,000 saved at 4% a year, save about $465.38 a month.

How long will it take to reach my savings goal?

Solve the same formula for time. Saving $400 a month on top of $2,000 at 4% reaches $20,000 in 42 months (3 years 6 months).

Does interest make a big difference?

More the longer you save. Reaching $20,000 in 3 years from $2,000 needs $500 a month with no interest, and $465.38 a month at 4%.

What rate should I use?

Use your savings account’s annual percentage yield (APY), or a cautious expected return for investments. Enter 0 for cash that earns nothing.

When are deposits assumed to be made?

At the end of each month, starting one month from today. Saving at the start of each month instead reaches the goal slightly sooner.

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