# Chapter 13 - Probability - 13-2 Probability Distributions and Frequency Tables - Lesson Check - Page 832: 1

$\frac{54}{142}$ or $\frac{27}{71}$

#### Work Step by Step

Relative frequency is a count of the number of times an event occurs, expressed as a proportion. Of the 142 people surveyed, 54 preferred CDs. This means that 54 of 142 people preferred CDs. We can express the relative frequency as a proportion, with the number of people who preferred CDs in the numerator and the total people surveyed in the denominator: $\frac{54}{142}$. This can then be reduced to $\frac{27}{71}$. (We know that 142 people were surveyed because 54 preferred CDs, 50 preferred Radio, 10 preferred Blu-Ray, and 28 preferred MP3. 54 + 50 + 10 + 28 = 142.)

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