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When comparing compound interest rates to equivalent continuously compounded rates of return, the latter will always be:
Correct Answer: A
Explanation As the compounding frequency increases, the nominal rate needs to decrease to produce the same amount of dollars at the end of a given time period. A continuously compounded rate of return has an infinite number of discrete compounding periods, and therefore the nominal rate expressed as a continuously compounded rate will always be nominally lower than any other rate. Refer to the tutorial on interest rates for more details on continuously compounded rates work.