Financial

IPMT Formula

Returns the interest portion of a specific payment for a loan or investment with constant periodic payments and a constant interest rate. This helps you understand exactly how much of each payment is going to interest charges, which is essential for tax deductions on mortgage interest or comparing loan offers.

Syntax

IPMT(rate, per, nper, pv, [fv], [type])
ParameterDescription
rate Parameter of the IPMT function.
per Parameter of the IPMT function.
nper Parameter of the IPMT function.
pv Parameter of the IPMT function.
[fv] (Optional.) Parameter of the IPMT function.
[type] (Optional.) Parameter of the IPMT function.
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Examples

Interest in first mortgage payment

Formula
=IPMT(0.065/12, 1, 360, -350000)
$1,895.83. In the first payment on a $350K mortgage at 6.5%, roughly $1,896 of the ~$2,213 total payment is pure interest.

Interest in month 180 (halfway)

Formula
=IPMT(0.065/12, 180, 360, -350000)
$1,392.07. Halfway through the mortgage, interest is still the majority of the payment but has dropped considerably.

Auto loan interest in first payment

Formula
=IPMT(0.049/12, 1, 60, -28000)
$114.33. The first payment on a $28K car loan at 4.9% includes about $114 in interest.

Common Errors

#VALUE!

One of the arguments is non-numeric.

#NUM!

The period (per) is outside the valid range of 1 to nper.

Tips

Tax deduction tracking

Sum IPMT across all 12 months of a year to calculate total deductible mortgage interest for tax purposes. This is faster than pulling it from a bank statement.

Compare loan structures

Use IPMT for the first period across different loan terms (15-year vs 30-year) to see how much more interest you pay upfront with longer terms.

Interest decreases over time

IPMT output shrinks as the period number increases because the outstanding balance gets smaller. Plotting IPMT for all periods creates a declining curve.

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