APR means annual percentage rate and EAR means effective annual interest rate which takes into account compounding of interest. | ||||||||||||
Effective interest rate formula | ||||||||||||
r = | ( 1 + i / n)n - 1 | |||||||||||
where r = effective interest rate, i = Annual interest rate and n represents number of comounding periods per year | ||||||||||||
We are assuming that interest is compunded daily in this example | ||||||||||||
So i = 11.8% i.e. i = 0.118 | ||||||||||||
n = 365 days | ||||||||||||
So effective interest rate = (1 + 0.118/365)365 - 1 | ||||||||||||
So effective interest rate = 12.522% | ||||||||||||
Effective interest rate is calculated by using excel formula. |
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Ottawa-INVEST is offering an investment that pays an APR of 5% with continuous compounding. What is the effective annual rate of return provided by this investment? Question 28 options: 5.13% 5.50% 5.00% Not enough information. 4.12%