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Effective Annual Rate Calculator

Effective Annual Rate Calculator is part of Toolspire and is ready as soon as this page loads. 12% nominal, compounded monthly, is about 12.68% effective. The headline is the effective rate. The nominal rate is what the advertisement often prints.

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On this page

What you can do here

Periods are a count, not a percent

12 means monthly. 4 means quarterly. 1 means the effective rate equals the nominal rate.

The formula is the definition

Nothing is annualised by multiplying a monthly rate by 12. That product is the nominal rate you already typed.

12.68 is the check

Twelve percent with twelve compounds should read 12.68% after rounding to two decimals.

The sequence

How to use the Effective Annual Rate Calculator

  1. 1

    Copy the advertised yearly rate

    If the note says 12% per annum compounded monthly, type 12 and 12. Do not type 1.

  2. 2

    Count the compounds

    Monthly is 12, quarterly is 4, half-yearly is 2, daily is 365 if they truly compound every day.

  3. 3

    Compare EAR with a once-a-year deposit

    A 12% annual deposit and a 12% monthly deposit are not the same deal. The gap is this page’s result minus 12.

Worth knowing

  • Effective Annual Rate Calculator on Toolspire: EAR = (1 + nominal/periods)^periods − 1.
  • 12% compounded monthly is (1.01)^12 − 1, about 12.68%.
  • Compounding once a year makes EAR equal the nominal rate.
  • More compounds raise the effective rate. The nominal percent in the advert does not move.

Nominal is the label, effective is the year

Banks often quote a nominal yearly rate and then compound more than once. Each compound adds interest on interest inside the year, so a rupee grows by more than the printed percent. (1 + 0.12/12)^12 − 1 is the extra. This page does not know fees, tax or a premature-withdrawal penalty.

FAQ

Questions about Effective Annual Rate Calculator

Where does Effective Annual Rate Calculator run?

Effective Annual Rate Calculator runs in this tab on Toolspire. What you type or drop in is not sent to us and is not stored on a server.

What is 12% compounded monthly as an effective rate?

About 12.68% a year. Each month multiplies the balance by 1.01, twelve times.

What if it compounds once a year?

The effective rate equals the nominal rate. Type 1 in the periods box.

Is EAR the same as APR?

No. APR is often a nominal or a fee-inclusive borrowing label. EAR here is only the compound-growth identity from the rate and the count you type.

Why not just multiply 1% by 12?

That product is 12%, the nominal rate. Effective rate compounds the 1% on the growing balance.

Keep going

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