How to read the result
Use APR to compare loans on equal footing. A loan advertising a low rate but high fees may have a higher APR — and cost more — than one with a slightly higher rate and no fees, especially if you keep it for the full term.
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APR is useful when two offers have different fees or terms. A lower stated rate can still be more expensive if upfront costs are high.
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APR (Annual Percentage Rate) expresses the true yearly cost of a loan by including fees and points, not just the interest rate. Two loans with the same interest rate can have very different APRs once fees are counted, which is why APR is the fairer way to compare offers.
APR ≈ the rate that makes the present value of all payments equal the loan amount minus fees
Because fees are paid up front but spread over the loan's life, APR is found by solving for the rate where the financed amount (principal minus fees received) equals the present value of the scheduled payments. The more fees and the shorter the term, the more APR exceeds the note rate.
Use APR to compare loans on equal footing. A loan advertising a low rate but high fees may have a higher APR — and cost more — than one with a slightly higher rate and no fees, especially if you keep it for the full term.