Savings Calculator

How a savings balance grows with regular deposits.

How a savings balance grows with regular deposits.

How to use this calculator

Every field updates the result as you type — there is no submit step. The inputs below are pre-filled with a realistic example so you can see how the tool behaves before entering your own figures.

FieldUnitWhat it means
Starting balance$Enter a numeric value.
Monthly deposit$Enter a numeric value.
Annual interest (APY)%Enter a numeric value.
YearsEnter a numeric value.

Worked example

Using the default values loaded into the calculator above, the result is:

InputValue
Starting balance ($)2000
Monthly deposit ($)300
Annual interest (APY) (%)4.5
Years5
OutputValue
Balance after 5 years$17,605.16
Total deposited$20,000.00
Interest earned-$2,394.84

Reading the result

Financial projections compound small assumption changes into large differences over time. Rates, fees and tax treatment vary by lender and jurisdiction, so treat the output as a well-structured estimate for comparing options rather than a quotation.

Figures that change annually — tax bands, contribution limits, statutory rates — are exposed as editable inputs. Check them against current published values before relying on the result.

Sharing and saving a calculation

The "Copy link" button encodes every value you have entered into the page URL. Opening that link restores the calculation exactly, which makes it easy to bookmark a scenario, send it to someone else, or keep several variations side by side in separate tabs.

Frequently asked questions

What does the Savings Calculator do?

How a savings balance grows with regular deposits.

What result do the default values produce?

With the values pre-loaded in the calculator, balance after 5 years comes to $17,605.16.

Is this calculator free to use?

Yes. It is free, requires no account, and runs entirely in your browser — nothing you enter is transmitted or stored on a server.

Can I save or share a calculation?

Yes. The "Copy link" button builds a URL containing all your entered values. Anyone opening that link sees the same calculation.

How accurate is the result?

The calculation itself is exact for the inputs given. Real-world accuracy depends on how well those inputs reflect your actual situation, so review the assumptions before relying on the figure.