Question

the distribution of books students read in a month is as follows.

find the probability of reading 2 books.

\\(p(2) = \quad\\%\\)

round your answer to the nearest whole percent.

Explanation:

Calculate the total frequency

Using the Relative Frequency and Probability Distributions knowledge points

$$ \text{Total Frequency} = 7 + 14 + 9 + 4 = 34 $$

Calculate the probability of reading 2 books

Using the Relative Frequency and Probability Distributions knowledge points

$$ P(2) = \frac{14}{34} \approx 0.41176 $$

Convert to percentage and round

Using the Relative Frequency and Probability Distributions knowledge points

$$ P(2) \approx 41.176\% \approx 41\% $$

Answer:

Find the probability of reading 2 books.

\(P(2) =\) <blank>41</blank>%