Savings Goal Calculator
A savings goal is an amount you want to have by a particular date — a deposit, school fees, an emergency fund. Enter the goal, what you have already saved, the years to go, an assumed return and, optionally, inflation to see how much to set aside each month, the total you would contribute and how much could come from growth. The return is an assumption, so treat the result as an estimate.
- Free to use
- No sign-up required
- Runs in your browser
Your result
Enter your goal and select Calculate.
Save each month
–
- Target at the end–
- Number of monthly deposits–
- Already saved grows to–
- Total you put in–
- Growth from returns–
- Your deposits–
- Growth–
Rounded to two decimal places. Assumes deposits at the end of each month and the same return every year.
Please note: the result depends entirely on the return and inflation rates you enter. Savings rates change and investment returns are not guaranteed, so the amount you actually need to save may be higher. Review the plan as circumstances change. This is general information, not financial advice.
Get Your Detailed Savings Goal Report
Your required monthly saving, year-by-year and monthly projection, shortfall and time-to-goal analysis in one downloadable report.
- Year-by-year projection
- Monthly contribution schedule
- Return scenario comparison
- Shortfall analysis
- Time-to-goal analysis
- Downloadable PDF
One-time report price: ₹199. You see a free preview before paying. The calculator above stays free to use.
What is a savings goal?
A savings goal turns a vague intention into three numbers: how much you need, by when, and how much to put aside each month to get there. Once those are written down, you can test whether the plan is affordable and see what happens if the return, the timescale or the starting balance changes.
Working backwards from a target
Most savings tools answer “if I save this much, what will I have?” This one answers the question people usually start with: “I need this much by then — what do I put aside each month?” It is the same arithmetic run in reverse.
How the savings goal calculator works
Step 1 — set the target. If you enter an inflation rate, the goal is raised to what it will cost at the end: Target = Goal × (1 + inflation)^years. With inflation left at 0, the target is the goal as entered.
Step 2 — credit what you already have. Your existing savings grow on their own: S × (1 + m)^N, where m = (1 + annual return)^(1/12) − 1 is the exact monthly equivalent of the annual rate and N is the number of months.
Step 3 — solve for the monthly deposit that fills the remaining gap:
If your existing savings will already reach the target, no monthly deposit is needed and the calculator says so. At a 0% return the formula divides by zero, so it uses (Target − S) ÷ N instead.
Key terms
- Goal amount — what you need, in today’s money.
- Inflation-adjusted target — the goal raised by the inflation rate you enter, so it reflects what the goal is projected to cost on the target date.
- Current savings — what you already have set aside; it grows at the assumed return.
- Assumed return — the annual growth you expect on the money, converted to an exact monthly rate.
- Monthly saving needed — the fixed end-of-month deposit that reaches the target on time.
- Total contributed — current savings plus all monthly deposits; the rest of the target is projected growth.
Example: ₹10,00,000 in 5 years
Assumptions: ₹1,00,000 already saved and an assumed 6% annual return, held constant. Illustrative only — actual returns can be lower or higher.
The calculator opens with a goal of ₹10,00,000 in 5 years, ₹1,00,000 already saved, and an assumed 6% a year. The monthly rate is (1.06)^(1/12) − 1 = 0.48676%, and over 60 months the growth factor is 1.06^5 = 1.3382256.
You put in ₹8,47,932.05 in total (the ₹1,00,000 you started with plus 60 deposits), and growth supplies the remaining ₹1,52,067.95. For comparison:
| Scenario | Target | Save each month |
|---|---|---|
| 6% return, no inflation adjustment | ₹10,00,000.00 | ₹12,465.53 |
| 0% return (cash) | ₹10,00,000.00 | ₹15,000.00 |
| 6% return, goal adjusted for 5% inflation | ₹12,76,281.56 | ₹16,441.62 |
The last row is the one people most often miss. If the ₹10,00,000 is the current price of what you are saving for, and that price rises 5% a year, you need about 32% more each month than the unadjusted figure suggests.
Factors that affect your savings goal
Five inputs decide the monthly figure: the target amount, your starting amount, the time to the goal, the assumed return and inflation. The tables use the ₹10,00,000 example and change one input at a time. They are estimates at a constant return — reaching the goal depends on what your money actually earns.
Time to the goal
| Years to goal | Save each month | Total contributed |
|---|---|---|
| 3 years | ₹22,447.43 | ₹9,08,107.33 |
| 5 years | ₹12,465.53 | ₹8,47,932.05 |
| 10 years | ₹5,052.61 | ₹7,06,313.41 |
| 15 years | ₹2,650.10 | ₹5,77,017.34 |
More time lowers the monthly amount twice over: the target is spread across more deposits, and each deposit has longer to grow.
Assumed return
| Assumed return | Save each month (5 years) |
|---|---|
| 0% a year | ₹15,000.00 |
| 4% a year | ₹13,272.10 |
| 6% a year | ₹12,465.53 |
| 8% a year | ₹11,694.72 |
Starting amount
| Already saved | Save each month (5 years, 6%) |
|---|---|
| ₹0.00 | ₹14,391.43 |
| ₹1,00,000.00 | ₹12,465.53 |
| ₹3,00,000.00 | ₹8,613.74 |
Inflation works the other way: entering an inflation rate raises the target, as the example’s last row shows.
Making the plan realistic
- Match the return to where the money will sit. Money you need in a year or two usually belongs in savings, not in investments that can fall just before you need them — so a savings-account rate is the honest assumption for short goals.
- Test a lower return. The result panel shows what you would need if the return came in two points lower. If that number is unaffordable, the plan has little margin.
- Remember tax. Interest and gains may be taxed, which effectively lowers the return.
- Revisit it. Re-run the numbers once a year with your actual balance.
If you are unsure what inflation rate to use for the goal, the inflation calculator explains the choice and shows the effect of different rates.
Related calculators and guides
- Investing the monthly amount in a mutual fund? The SIP calculator shows what a fixed monthly investment could grow to, and the investment return calculator adds a starting amount and the effect of fees.
- Leaving a lump sum to grow? The compound interest calculator projects a single deposit.
- Choosing an inflation rate? The inflation calculator shows what a goal could cost in future.
- Fitting the saving into a budget? Our guides to budgeting methods and savings interest and real returns cover the practical side.
Assumptions and limitations
- One constant return and one constant inflation rate for the whole period.
- Deposits of the same amount at the end of every month; no withdrawals.
- No tax, fees or account charges. To see how fees change a long-term plan, use the investment return calculator.
- Time is rounded to whole months.
Savings goal questions, answered
How much do I need to save each month to reach my goal?
Enter your goal, what you have saved, the years to go and an assumed return; the calculator works out the fixed end-of-month amount that reaches the target on time. For ₹10,00,000 in 5 years with ₹1,00,000 saved and an assumed 6% return, it is about ₹12,465.53 a month.
How long will it take to reach my goal?
The calculator answers the monthly amount for a period you choose, so try a few periods and pick the one whose monthly figure you can afford. In the example, 10 years instead of 5 lowers the monthly saving from ₹12,465.53 to ₹5,052.61.
What if I change the amount I save each month?
Saving less than the calculated amount leaves a shortfall unless returns are higher than assumed or you extend the period; saving more reaches the goal sooner. Re-run the calculator with your actual balance once a year and adjust.
Will I definitely reach my goal if I save this amount?
Not necessarily. The figure assumes the return you enter is earned steadily every month. Savings rates change and investments can fall, so build in a margin — for example, check the amount needed at a lower return as well.
What return should I assume for a savings goal?
Use a rate that matches where the money will actually be kept. For a short-term goal held in a savings account, that is roughly the account's current rate, which can change. Investments can offer higher long-run returns but can also fall, which matters most when the deadline is close. The calculator does not supply a rate; testing a lower one as well gives you a margin of safety.
Should I adjust the goal for inflation?
If your goal is today's price of something, such as a deposit on a home or a course fee, then yes: the price is likely to be higher by the time you buy. Enter an inflation rate and the calculator raises the target accordingly. If the goal is already a fixed future sum, leave inflation at 0.
What if my current savings are already enough?
If your existing savings, growing at the assumed return, will reach the target on their own, the calculator shows that no monthly deposit is needed and how much the savings are projected to grow to.
Why does the result change so much when I change the time?
A longer period gives you more deposits to share the goal between and more time for growth. Halving the time at least doubles the monthly amount needed, and more than doubles it whenever the return is above zero, because there is also less time for returns to help.
Is my data sent anywhere?
The calculation runs entirely in your browser using JavaScript on this page; the figures you type are not sent to our server, stored, or saved between visits. Only if you choose to open the detailed report are the goal, current savings, period, return, inflation rate and the display currency sent to our server, so that the report can be calculated there. If you buy a report, payment is handled by Razorpay and those figures are kept with the order so you can open the report again. No name, email address or phone number is asked for.