Savings Calculator Australia
This savings calculator projects a starting amount plus regular monthly deposits compounding at an annual rate. See contributions versus interest earned.

What it does
The Savings Calculator projects the future value of an initial amount plus regular monthly contributions, compounding at an annual interest rate.
Data sources & parameters
This calculator uses standard financial formulas and runs entirely in your browser. It needs no external rate data — your result is computed only from the values you enter above.
We always strive to use the latest data for every variable so our results and reports are as accurate as possible. Even so, errors are possible — you should not rely on this tool or its report alone, and we accept no liability for any decision made based on it.
The formula
FV = P × (1 + i)^n + PMT × ((1 + i)^n − 1) ÷ i
How it works
The starting balance and each monthly contribution compound monthly until the end of the term; the tool separates total contributions from interest earned.
Where it is used
- Planning a savings goal
- Seeing the effect of regular deposits
- Comparing savings rates over time
Worked example
Starting with A$10,000.00 and adding A$500.00 a month at 5% for 20 years grows to … — … contributed and … in interest.
What the savings calculator does
Saving steadily is simple in principle and easy to underestimate in practice, because the effect of compounding builds quietly over years. This savings calculator projects the future value of an initial amount plus regular monthly contributions, compounding at an annual interest rate you choose. Just as usefully, it splits the result into what you contributed and what the interest added, so you can see the two forces at work.
The point is to turn a savings habit into a number you can plan around, and to show why time in the account matters as much as the amount.
How the projection works
The calculator combines two things that grow together:
- Your starting balance, which compounds for the whole term.
- Your monthly contributions, each of which is added along the way and then compounds for the months that remain.
Interest is applied on the running balance, so it is earned not only on your deposits but also on interest already credited. That is the compounding effect, and it is the reason the interest portion of the result grows faster in the later years than the early ones.
How the future value is calculated
Your starting balance grows at the monthly interest rate for the full number of months in the term, and compounds in the usual way. Each monthly contribution grows in the same way for however many months remain after it is made. The future value is the sum of your grown starting balance and all of those grown contributions added together.
Why compounding rewards time
The single most important lesson from any savings projection is that time does a lot of the work. Because interest earns interest, a dollar saved early has more compounding periods ahead of it than a dollar saved later. Over a long horizon, the interest earned can become a meaningful share of the final balance.
This has a practical implication. Starting sooner, even with modest amounts, often beats waiting until you can save larger sums. The calculator makes this visible: extend the term and watch the interest portion pull ahead of the contributions.
When to use it
This tool is helpful when you are:
- Planning toward a savings goal such as a deposit, a trip or a buffer
- Seeing how regular monthly deposits build over time
- Comparing how different interest rates change the outcome
- Weighing the benefit of starting now versus later
Adjusting the contribution, the rate and the term one at a time shows which lever has the biggest effect on your result.
Reading the split between deposits and interest
One of the most useful outputs is the breakdown between what you contributed and what interest added. Early in a savings plan, almost all of your balance is money you put in; interest is a small sliver. That can be discouraging, because progress feels slow and entirely self-powered.
As the years pass, the picture shifts. The interest portion grows faster than the contribution portion, because it is earning returns on an ever-larger base. Over a long enough horizon, interest can become a substantial share of the total. Seeing this split laid out is a good antidote to giving up early: the slow start is not a sign the plan is failing, it is simply the shape of compounding before it gathers pace.
It also clarifies the two levers you control. Increasing your monthly deposit lifts the contribution line directly and immediately. Extending the term, or earning a higher rate, works mainly on the interest line and rewards patience. Different goals call for different emphases.
Things to keep in mind
A few real-world factors sit outside the projection:
- Tax. Interest earned may be taxable, which reduces the amount you keep.
- Inflation. The result is a nominal figure; rising prices erode its buying power over time.
- Changing rates. Savings rates move, so a single fixed rate is a simplification.
- Irregular saving. The model assumes steady monthly deposits, while real life is bumpier.
Small changes, large differences
Because compounding is multiplicative rather than additive, small adjustments to the inputs can produce outsized differences over a long term. A modestly higher contribution, sustained for years, does not just add its own total; it adds all the interest that total goes on to earn. The same is true of the interest rate and the length of time you stay invested in the plan.
This is why it is worth testing the levers rather than accepting a first result. Nudging the monthly deposit upward, extending the term by a few years, or comparing a slightly better rate can each move the final figure by more than intuition suggests. The calculator makes these comparisons immediate, which helps you see which change is worth the effort for your particular situation, whether that is saving a little more each month or simply starting sooner and staying the course.
Wrapping up
The savings calculator gives a clear, before-tax and before-inflation estimate to help you plan and compare scenarios. Its real value is in the habit it encourages: contributing regularly and letting compounding do its work over time. Use it to set realistic targets, then revisit the numbers as your rate, income or goals change, and confirm anything important with your financial institution. The most powerful input is often the one that costs nothing to change: simply starting a little earlier and staying consistent tends to matter more over a long horizon than finding a marginally higher rate.
This is general information, not financial advice.
About This Savings Calculator
Use this savings calculator to get an instant estimate based on the figures you enter. Adjust the inputs above to match your situation, or browse all our calculators to plan your next step.

