Savings Calculator
Future Value
$29,302.28
Deposits go in at the start of each month and earn interest from then on. Interest is credited each month, to the cent, at the rate that adds up to your APY over a year.
Saving is free — sign in and your calculations follow you to any device.
Estimates for informational purposes only — not financial advice.
Future Value
$29,302.28
Deposits go in at the start of each month and earn interest from then on. Interest is credited each month, to the cent, at the rate that adds up to your APY over a year.
Saving is free — sign in and your calculations follow you to any device.
Estimates for informational purposes only — not financial advice.
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The Power of Saving and Compound Interest
A savings plan is essential for reaching your financial goals, whether you're saving for a down payment, retirement, or a rainy day. The key to growing your savings is compound interest, which is the interest you earn on both your initial deposit and the accumulated interest. This calculator demonstrates how your initial deposit, regular contributions, and interest rate work together to grow your wealth over time.
How this calculator works
Projects a savings balance from a starting amount, regular deposits and an APY, year by year, and works out the deposit needed to reach a goal.
How it calculates
- Turns the APY into the rate for each deposit period: (1 + APY)^(1/n) − 1, where n is 52, 26, 12 or 1 deposits a year. Compounded n times, that rate earns exactly the APY over a year.
- Each period, adds the deposit at the start, then credits that period's interest on the new balance, rounded to the cent.
- Raises the deposit once a year by the yearly increase, rounded to the cent.
- Adds up each year's deposits and interest for the yearly table. The future value is the last year's ending balance, so the table and the headline always match.
- For a goal, solves for the first-year deposit that reaches it in time, rounded up to the cent, and steps the plan as entered forward, up to 100 years, to find the month it gets there.
- The inflation-adjusted value divides the future value by (1 + inflation rate)^years.
What it assumes
- The rate stays the same for the whole period.
- Deposits go in at the start of each period, and interest is credited each period, to the cent.
- No taxes, fees or withdrawals.
- A bank that credits interest on a different schedule may show a balance a few cents different.
Sources
- CFPB: Regulation DD (Truth in Savings), Appendix A, Annual Percentage Yield Calculation
- Federal Reserve: Why does the Federal Reserve aim for inflation of 2 percent over the longer run?
Copy and figures last reviewed .
Frequently Asked Questions
How does compound interest actually grow my savings?
With compound interest you earn interest not only on your deposits but on the interest you have already earned. Each period the interest is added to your balance, so the next period's interest is calculated on a larger amount. Early on the effect looks modest, but growth accelerates over time — which is why the later years of a long savings plan contribute far more than the early ones.
How much difference does starting early really make?
A large one, because compounding needs time to work. Money saved in your first year compounds for the entire horizon, while money added late compounds hardly at all. Starting ten years earlier can leave you with substantially more at the end than doubling your contributions later — try shifting the years slider in this calculator to see how sensitive the final amount is to time.
Which matters more: my initial deposit or my monthly contribution?
Over short horizons the initial deposit dominates, since contributions have not had time to accumulate. Over long horizons steady monthly contributions usually overtake it — hundreds of deposits each earning their own compound growth add up to most of the final balance. The best answer is both: a solid starting amount plus consistent contributions is what the strongest curves in this calculator are made of.
What does the inflation-adjusted result mean?
It restates your future balance in today's purchasing power. If prices rise about 3% a year, a dollar twenty years from now buys roughly half of what it buys today, so a big nominal balance can be misleading. The inflation-adjusted figure tells you what your savings will actually feel like when you spend them, which is the honest number to plan around.
What interest rate should I use in the calculator?
Match the rate to where the money will actually sit. High-yield savings accounts and CDs have recently paid in the 3% to 5% range, while diversified stock investments have historically averaged roughly 7% to 10% a year before inflation — with far more year-to-year risk. Using a conservative rate for money you cannot afford to risk, and running a couple of scenarios, gives you a realistic range rather than one fragile prediction.
How much do I need to save to reach a goal by a certain date?
Turn on "Set a savings goal" and enter the amount and the number of years. The calculator works out the regular deposit that gets you there, on the schedule you chose and with any yearly increase, counting what your starting amount and the interest will add. It also shows when the plan you have entered reaches the goal, so you can see how far ahead or behind it is.
Term Definitions
Initial Deposit
The initial deposit is the principal amount of money you first place into a savings or investment account. A larger initial deposit can lead to greater earnings over time due to the power of compound interest.
Regular Deposit
A regular deposit is money you add on a schedule: every week, every two weeks, every month or once a year. Each deposit earns interest from the day it goes in, and that interest earns interest too, so steady deposits grow to more than their sum.
How Often
Choose weekly, every two weeks, monthly or yearly to match how you save, for example every payday. Interest is credited on the same schedule, at the rate that adds up to your APY over a year, so the schedule changes the result only through when your money goes in.
Raise Deposits Each Year (%)
Many people save more as their pay rises. Enter a percentage and the regular deposit grows by it once a year: at 3%, $200 a month becomes $206 a month in the second year and $212.18 in the third. Leave it at 0 to keep the deposit the same.
Interest Rate (APY)
Savings accounts and CDs are quoted as an annual percentage yield (APY): what a balance earns over a year once interest compounds. Enter the APY as quoted; the calculator converts it to the equivalent monthly rate, so a 4.5% APY grows $10,000 to exactly $10,450 in a year. For an investment, enter the average yearly return you expect.
Years
This is the total number of years you plan to let your savings or investment grow. The longer the time horizon, the more significant the effect of compound interest will be on your final amount.
Inflation Rate (%)
Inflation is the rate at which the general level of prices for goods and services is rising, and subsequently, purchasing power is falling. When calculating savings, factoring in the inflation rate helps you understand the future value of your money in today's dollars.
Savings Goal
Set a target and the number of years you give yourself. The calculator works out the regular deposit that gets you there in time, on your schedule and with your yearly increase, and tells you when the plan you have entered reaches it.
Years to Reach the Goal
The deadline for your goal, in whole years from today. It can differ from the Years field: you might project 30 years of saving but want an emergency fund or a down payment in 3.