Question

choose the histogram for this frequency table: interval frequency 0 - 5 5 6 - 11 3 12 - 17 4 18 - 23 1 24 - 29 2

Explanation:

Step1: Analyze frequency - interval pairs

The first interval \(0 - 5\) has a frequency of \(5\), the second interval \(6 - 11\) has a frequency of \(3\), the third interval \(12 - 17\) has a frequency of \(4\), the fourth interval \(18 - 23\) has a frequency of \(1\) and the fifth interval \(24 - 29\) has a frequency of \(2\).

Step2: Match with histograms

In a histogram, the height of the bar for each interval represents its frequency. We need to find the histogram where the bar - heights match the frequencies in the table.

Answer:

The histogram where the bar for the \(0 - 5\) interval has height \(5\), the bar for the \(6 - 11\) interval has height \(3\), the bar for the \(12 - 17\) interval has height \(4\), the bar for the \(18 - 23\) interval has height \(1\) and the bar for the \(24 - 29\) interval has height \(2\) (the specific histogram cannot be named without proper identifiers, but it is the one that matches these frequency - height relationships).