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Money factor calculator

By Jude Wallis

A money factor is a lease finance rate written as a small decimal. Divide the APR by 2400: 3 percent becomes 0.00125, and 6 percent becomes 0.0025. Multiply any money factor by 2400 to read it as a percentage rate.

Money factor

0.00125

APR divided by 2400. Implied APR is 3.00%.

Money factor
0.00125
APR
3.00%
%

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The formula

f=APR2400,APR=2400ff=\frac{\text{APR}}{2400},\qquad \text{APR}=2400f

ff is the money factor and APR is the annual percentage rate in percentage points. The constant 2400 is 1200 for the monthly rate, doubled for the way a lease charges it.

Where the 2400 comes from

It is two conversions in one number. Dividing an APR in percentage points by 1200 gives the monthly rate as a decimal. The second factor of 2 comes from how a lease charges the finance cost: the rent charge multiplies the money factor by capitalised cost plus residual, which is twice their average, so the factor itself has to be half the monthly rate.

Once that is clear, the conversion stops being a magic constant. A 3 percent APR is 0.0025 a month, and half of that is the 0.00125 money factor a lease desk would quote.

The conversion is the whole point

A money factor is deliberately unreadable as a rate. Nobody has intuition about 0.00125, and everybody has intuition about 3 percent. Doubling it to 0.0025 doubles the finance cost and still looks like a rounding difference, which is exactly why the number is quoted this way.

So the habit worth building is automatic: multiply by 2400 before agreeing to anything. The car lease calculator then shows what that rate costs each month on a particular capitalised cost and residual.

Watch how the figure is written

The same money factor gets quoted three ways: 0.00125, 1.25, or 125. The last two are the same number with the decimal point moved to make it easier to say, and they are all 3 percent. If a quoted factor gives an absurd APR, the decimal point has moved rather than the rate.

A factor over about 0.004 is above 9.6 percent, which is high for secured car finance. The check is fast and it is the only defence against a number designed not to be checked. APR is the standard the conversion lands on.

What this conversion covers

It maps between two ways of writing the same finance rate. It does not price the lease, because a payment also needs the capitalised cost, the residual and the term. How money factor works covers the conversion in prose, and car finance and depreciation puts it in context. This is educational material, not financial advice.

Worked examples

A 3 percent APR as a money factor

A lease is quoted at an equivalent APR of 3 percent. What is the money factor?

  1. Divide by 2400: 3/2400=0.001253 / 2400 = 0.00125.
  2. Check it backwards: 0.00125×2400=30.00125 \times 2400 = 3 percent.

A 3 percent APR is a money factor of 0.00125, which a lease desk might also write as 1.25.

Twice the rate, twice the factor

A second lease is quoted at 6 percent. What is the money factor?

  1. Divide by 2400: 6/2400=0.00256 / 2400 = 0.0025.
  2. The conversion is linear, so doubling the rate doubles the factor.

A 6 percent APR is a money factor of 0.0025, twice the 3 percent case and twice the finance cost.

Dividing by 1200 instead of 2400

Dividing a 3 percent APR by 1200 gives 0.0025, which is the money factor for 6 percent. The extra factor of two is not decoration: it is there because the lease rent charge multiplies by capitalised cost plus residual rather than by the average of the two.

Common questions

Why is the rate written this way at all?

Convention, and it is a convention that makes the rate hard to read. Multiplying by 2400 restores it.

What does a money factor of 1.25 mean?

The same as 0.00125, with the decimal point moved for speech. Both are 3 percent.

Is this financial advice?

No. It is educational material converting between a money factor and an APR.

This page is educational material, not financial advice. The figures come from the formula shown and assume the inputs you enter hold for the whole term. Your own rate, fees, taxes and timing will differ, so treat the output as arithmetic to check a decision against, not as a recommendation.