FinToolSuite

Savings Jar Calculator

Updated April 17, 2026 · Budget · Educational use only ·

The old-school savings jar, compounded.

See what a daily savings jar habit grows to. Project a small daily deposit over years with interest compounding in a savings account.

What this tool does

This tool projects the value of a daily savings habit over time. Enter a daily deposit amount, the number of years to run the habit, and the annual interest rate on the savings account. The calculator converts the daily amount to a monthly contribution and applies a standard future-value formula with monthly compounding. Results show projected balance, total deposited, and interest earned. The daily amount is a target - missing occasional days doesn't ruin the habit if the average holds.


Enter Values

Formula Used
Monthly contribution (daily × 30)
Monthly interest rate
Total months

Spotted something off?

Calculations, display, or translation — let us know.

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

The savings jar is the oldest budgeting tool in the world - drop spare coins in a jar, empty it out at the end of the year, and marvel at the total. A modern version uses a high-yield savings account instead of a jar, so the money earns interest while it sits there. This calculator projects both what you'd save and what it grows to.

The habit works because it's low-friction. 2 a day feels negligible - the price of a coffee or a pint of milk. Over a year, that's 730. Over 10 years in a 4% savings account, 8,944. The compounding is what makes the number meaningful, not the daily amount. Larger amounts (5-10 a day) push the 10-year figure into the 20,000-45,000 range.

Use the tool to set a realistic daily target. Anyone who's tried to build a sudden 500 monthly savings habit knows it rarely lasts. A 5 daily habit does, because it fits between other small spending decisions rather than replacing a big one.

Run it with sensible defaults

Using daily deposit of 2, time horizon of 10, annual interest rate of 4%, the calculation works out to 8,834.99. Nudge the inputs toward your own situation and the output recalculates instantly. The defaults are meant as a starting point, not a recommendation.

The levers in this calculation

The inputs — Daily Deposit, Time Horizon, and Annual Interest Rate — do not pull with equal force. Not every input has equal weight. Flip one at a time toward extreme values to feel which ones move the needle most for your situation.

How the math works

Daily deposit × 30 gives monthly contribution. Standard future-value annuity formula with monthly compounding. The working is transparent — you can verify every step yourself in the formula section below. No black box, no opaque "proprietary model".

Revisiting the plan

Budgets are living documents. Re-run this whenever income changes, housing changes, or you notice a recurring overrun in a category. A budget from two years ago is probably already wrong.

What this doesn't capture

Budgets are snapshots of intent. Real spending includes irregular costs: birthdays, one-off repairs, the occasional bad week. Tracking actual spending for a month before fixing any budget usually reveals 10–20% that didn't make the original plan.

Example Scenario

Saving 2 £/day for 10 years years at 4%% grows to $8,834.99.

Inputs

Daily Deposit:2 £
Time Horizon:10 years
Annual Interest Rate:4%
Expected Result$8,834.99

This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

Daily deposit × 30 gives monthly contribution. Standard future-value annuity formula with monthly compounding.

Frequently Asked Questions

Why 30 days instead of actual calendar days?
30 is a simple average that keeps the monthly contribution figure clean. Using exact day counts creates tiny variations that confuse the projection without adding accuracy.
Does the rate assumption matter much?
Over 10+ years, yes. A 2/day habit at 0% interest is 7,300 total. At 4%, it's nearly 9,000. At 7% (more typical of equity returns), it's over 10,500. The longer the horizon, the more compounding matters.
What if I miss days?
The projection is an average. Missing a few days a month and making it up doesn't change the outcome. A 70% consistency rate on a 2 daily target still yields roughly 1.40 a day in practice - use that if you want a realistic number.
Should this replace regular saving?
No. A daily jar adds to, not replaces, bigger monthly contributions like pension and tax-advantaged savings account payments. It's a low-friction extra channel that catches money people would otherwise spend on small things.

Related Calculators

More Budget Calculators

Explore Other Financial Tools