Question

Bank Z is currently advertising interest rates on its checking account. They claim to pay an...

Bank Z is currently advertising interest rates on its checking account. They claim to pay an EAR of 4.50%, with daily compounding (assume 365 days per year).

A) What is the corresponding APR?

B) What is the effective rate per day?

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Answer #1

To Calculate APR From EAR

APR = 365 x ((1.045)1/365 - 1)

APR = 365 x (1.00012057 -1)

APR = 365 x .0001205 = .044008

APR = 4.40 %

B) Effective rate per day

= (1 + 4.5%/365)365 – 1

= (1 + 1.046602) - 1

= .046025

= 4.60 %

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