Question

use the frequency histogram to complete the following parts
(a) identify the class with the greatest, and the class with the least, relative frequency.
(b) estimate the greatest and least relative frequencies.
(c) describe any patterns with the data.

(a) the class with the greatest relative frequency is \\(\square\\) to \\(\square\\) centimeters.
(type integers or decimals. do not round. use ascending order.)

Explanation:

Step1: Analyze the Histogram

Look at the frequency histogram (labeled "Fennas Fadas Length"). The x - axis represents length in centimeters, with class intervals. The height of each bar (relative frequency) is proportional to the frequency of the class.

Step2: Identify the Tallest Bar

Find the tallest bar in the histogram. The class interval corresponding to the tallest bar will have the greatest relative frequency. From the x - axis labels (30.5, 32.5, 34.5, 36.5, 38.5, 40.5, 42.5, 44.5, 46.5, 48.5), we can see that the tallest bar is between 40.5 and 42.5 (or by looking at the intervals, the class with the highest relative frequency is 40.5 to 42.5 centimeters as per the histogram's x - axis labels and bar heights).

Answer:

40.5 to 42.5