Savings Calculator

Pay & money

Future value, total deposits and progress toward a goal.

Balance at the end
₱362,338.65
₱300,000.00 deposited, ₱52,338.65 interest
Total deposited
₱300,000.00
Interest earned
₱52,338.65

Calculation

  1. Starting balance₱10,000.00
  2. Deposita month₱5,000.00
  3. Ratea year6.00
  4. Termyears5
  5. Deposits made12 a year × 560
  6. Total deposited₱5,000.00 × 60₱300,000.00
  7. Interest earnedcompounded at the deposit frequency₱52,338.65
  8. Balance at the end₱10,000.00 + ₱300,000.00 + ₱52,338.65₱362,338.65

How to use

What it's for

See how much your savings grow if you put in the same amount regularly at a fixed rate — or how much to save to reach a target.

Before you start

Have your current balance, the amount you plan to save each time, and the yearly interest rate your bank or time deposit quotes. A target amount is optional.

  1. Enter what you have and what you will add

    Type what is saved now in Starting balance (0 if nothing) and the amount you will put in each time in Deposit. Use digits only: 5000, not ₱5,000.

  2. Choose how often you deposit

    In How often, pick Monthly, Semi-monthly (twice a month), Quarterly or Annually. The page adds interest just as often.

  3. Enter the rate and the time

    Type the yearly rate in Rate % — 6 for 6% — even if you deposit monthly. Type how long you will save in Years.

  4. Add a goal, if you are saving for one

    Type the target in Goal (optional). If the balance would fall short, the page shows the deposit that reaches it and how long your present deposit takes. Leave it blank to see only the balance.

  5. Press Calculate

    Press Calculate; the answer already updates as you type, and the button brings it into view. Press Show the year by year to see each year's deposits, interest and closing balance.

Reading the result

  • Balance at the end: what you would have at the end of the term — your starting balance, every deposit and the interest.
  • Total deposited and Interest earned: the money you put in, not counting the starting balance, and what the interest added on top.
  • Deposit needed: with a goal you would miss, the deposit each time that reaches it by the end of Years.
  • Or time needed: how long your present deposit takes to reach the goal, in whole deposits.

If it goes wrong

  • The balance differs a little from your bank's: the page assumes each deposit lands at the end of its period and interest is added as often as you deposit. A bank may credit differently.
  • The answer looks wrong after typing a peso sign or commas: those make the box count as zero. Type the digits only.
  • At this deposit and rate the balance never reaches the goal.: raise Deposit, Rate %, or both.

What this is

A starting balance plus regular deposits, compounding. The year-by-year table shows where the interest starts to matter, which is usually later and more suddenly than people expect.

Add a goal and the tool runs the other way too: the deposit needed to land on that amount by the end of your term, and how long your current deposit takes to get there. Neither answer is fudged — a goal your starting balance already covers needs nothing and no time, and a goal that no deposit ever reaches says so rather than returning a number.

Questions

When are the deposits assumed to be made?

At the end of each period. Depositing at the start of the period instead earns one extra period of interest on every deposit, which is a real difference rather than a rounding one — over long terms it adds up. If your bank credits deposits at the start, the figure here is slightly conservative.

How often is interest compounded?

At the same frequency as your deposits. If you save monthly, interest compounds monthly. A bank that compounds quarterly while you deposit monthly will differ a little from this, so treat the figure as close rather than exact.

What does the goal do?

It turns on two answers running the other way: the deposit you would need to land on that amount by the end of your term, and how long the deposit you already entered takes to get there. Leave it blank and the tool just projects forward.

Why does it say 80 deposits rather than 79?

Because the exact solution lands mid-period — 79.3 deposits, in one example. You cannot make three tenths of a deposit, so the 79th leaves you short and the 80th is the one that clears the goal. Rounding down would tell you that you had arrived on a day you had not.

Is this the same as the Investment Calculator?

Close, but not the same. This assumes a fixed rate you were quoted, like a time deposit. The Investment Calculator takes an expected return you are assuming rather than being promised, lets the contribution rise each year, and can discount the result for inflation.

The maths

Future value
P(1+i)n + PMT × ((1+i)n − 1) / i

i is the rate per deposit period, n the number of deposits.

Worked
₱10,000 start, ₱5,000 a month, 6%, 5 years
Deposited over 60 months ₱300,000.00
Interest earned ₱52,338.65
Balance ₱362,338.65
A part deposit is not a deposit
After the 79th deposit ₱497,753.19
After the 80th ₱505,241.95

The exact solve for a ₱500,000 goal is 79.3 deposits. The tool reports 80, because the 79th still leaves you ₱2,246 short.

Keep going

Important

Deposits are assumed at the end of each period, with interest compounding at the deposit frequency. A bank's own crediting and compounding rules may differ. Nothing you type here is sent to our servers — the calculation runs entirely in your browser.