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FD Calculator

Find what a fixed deposit will pay at maturity, how the compounding changes the result and what is left after tax.

Free, no sign-up. Runs in your browser: nothing is uploaded.

How to use FD Calculator

  1. Enter your numbers, or press a sample to see an example.
  2. Read the results and the table under them.
  3. Copy the results or download the table as a CSV file.

Features

  • Quarterly, monthly, half-yearly, yearly or simple interest
  • Tenure in years and months
  • Effective annual yield
  • Optional income tax slab
  • Value at each year of the tenure

Supported formats

Input

  • Typed numbers

You get

  • On-screen results
  • CSV

Private by design

Everything you enter is processed by your browser on this device. Nothing is sent to openWorkstand or anyone else, so the FD Calculator is safe for private and work data. After you have used it once while online, it also works without an internet connection. How local processing works

Good to know

  • Banks may round or count days differently; your deposit receipt is exact.
  • Interest and tax rates are inputs you can change, because they differ by provider and change over time.

Guide

Fixed deposit maturity: how compounding intervals and tax change what you receive

A fixed deposit is among the simplest investments there is: you hand over a sum for a set period at a rate known in advance, and you receive the sum and the interest at the end. The only complications are how often interest is added to the balance and how much of it you keep after tax. This calculator handles both and shows the value at each year, so you can compare deposit offers on equal terms.

The maturity formula

If interest is compounded n times a year at an annual rate r, a deposit P held for t years grows to P × (1 + r ÷ n)^(n × t). Quarterly compounding means n = 4, which is the usual convention at Indian banks, so the factor for each quarter is 1 + r ÷ 4. If you choose simple interest, the formula is P × (1 + r × t) and the interest is paid at the end without compounding. Tenures given in years and months are combined, so 1 year and 6 months is 1.5 years.

A worked example

The default deposit is 5,00,000 at 7% for 5 years, compounded quarterly. At maturity it is worth 7,07,389.10, of which 2,07,389.10 is interest, an average of 41,477.82 a year. The effective annual yield is 7.19%. The table shows the value after year one as 5,35,929.52, year two 5,74,440.89 and year three 6,15,719.66. In the second sample, 10,00,000 at 6.8% for one year with monthly compounding, the maturity value is 10,70,159.88, the effective yield 7.02%, and a taxpayer in the 30% slab keeps 49,111.92 of the 70,159.88 interest, ending with 10,49,111.92.

Compounding intervals

More frequent compounding gives a slightly higher return at the same stated rate. On a rate of 7%, yearly compounding gives an effective 7.00%, half-yearly 7.12%, quarterly 7.19% and monthly 7.23%. The gaps are small for a single year but accumulate over long tenures. When comparing two offers, compare their effective yields, not the headline rates, unless both use the same interval.

Tax on the interest

Interest on a deposit is added to your income and taxed at your slab rate, and banks deduct tax at source when the interest goes beyond a limit in a year. The tax field applies one rate to the whole interest, which is a fair estimate when your slab does not change, and is shown separately so you can see what is left. In reality tax falls due each year on the interest accrued in that year, even on a cumulative deposit that pays out at maturity.

Edge cases

A tenure of zero is rejected, and so is a negative rate. A rate of zero returns the deposit unchanged. A tenure given only in months works if you put it in the months box, up to 600. When the tenure is fractional, the last row of the table shows the end of the term rather than a whole year, so the final value always matches the headline figure.

Limits

Banks may round interest at each credit, count days rather than months or pay a different rate on early withdrawal, so the figure on your deposit receipt is the one that binds. Senior-citizen rates, premature closure penalties and the exact tax treatment are not modelled, and the stated rate is entered by you.

Checked against the current version of the FD Calculator on .

Troubleshooting

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Frequently asked questions

Why is the effective yield higher than the quoted 7 percent?

Because interest is added four times a year and the later quarters earn interest on the earlier interest. The effective annual yield expresses the same deal as a single yearly rate, which is why 7 percent compounded quarterly is equal to 7.19 percent compounded once a year.

Does the tenure have to be a whole number of years?

No. Enter the years and any extra months, for example 1 year and 6 months, and the page uses the combined time as a fraction of a year. The table then ends with the final fractional point.

Why do banks compound FDs quarterly?

It is the usual convention in India, so the maturity value is the deposit × (1 + rate ÷ 4) raised to four times the years. Your deposit receipt shows the exact figure.

Is FD interest taxable?

Yes, as income at your slab rate. Banks may deduct TDS when interest passes a yearly limit. The optional tax field is a simple estimate.

Keep working with the result

After you download, choose “Save to Workstand” to keep the result in a folder on your computer, attach it to a project and create a follow-up task. It is saved by your browser, not uploaded.