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Nominal Rate
Linked via "consumer finance"
$$r{eff} = \left(1 + \frac{r{nom}}{n}\right)^n - 1$$
In contrast, the Annual Percentage Rate (APR)/), commonly used in consumer finance, frequently utilizes the nominal rate but often fails to fully incorporate the impact of compounding, leading to scenarios where the APR understates the true cost of borrowing, particularly when dealing with non-standard repayment schedules common in syndicated loan agreements [2].
The Role of Comp…