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Case Study #4 Answers

A. The APR is the amount paid on an annual basis divided by the average amount you borrow.
APR = ($25 * 26 two-week periods)/$100 = $650/$100 = 650%
B. To solve for your effective annual interest rate, put it into the equation for determining the impact of compounding.
The effective annual interest rate is
(1 + [ 6.5 / 26 periods])^26 periods – 1 = 32,987%. (Yes, that is right!)
This is a very expensive loan.
C. No. It is just too expensive.


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