What is the EAR (effective annual rate) of a credit card that has a stated rate of 14.9%? The credit card compounds interest monthly. Record your answer as a decimal, so if the answer is 16.32% record the answer as 0.1632.
EAR=[(1+APR/m)^m]-1
where m=compounding periods
=[(1+0.149/12)^12]-1
which is equal to
=0.1596(Approx).
What is the EAR (effective annual rate) of a credit card that has a stated rate...
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You are paying an effective annual rate of 15.33 percent on your credit card. The interest is compounded monthly. What is the annual percentage rate on this account? Group of answer choices 14.35 percent 13.90 percent 14.10 percent 13.75 percent 14.00 percent
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Your answer: Question 8 (CHAPTER 6) The EAR, or the effective annual rate, for a bank's savings account is 8%. The interest compounds daily. The APR, or the stated rate, equals: (a) 7.77% (b) 7.72% (c) 7.70% (d) 5.87% (e) 5.84% In general, the lower the compounding per year, the higher the APR. This statement is: (a) True (b) False
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