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Bonnie went on $8$ hikes. The hikes were: $\newline$ $5\,\text{miles}, 4\,\text{miles}, 5\,\text{miles}, 6\,\text{miles}, 5\,\text{miles}, 5\,\text{miles}, 4\,\text{miles}, 2\,\text{miles}$ $\newline$ What was the mode of the lengths of Bonnie's hikes? $\newline$ $\_\_\_\_\_\,\text{miles}$

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Calculate mean, median, mode, and range

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Q. Bonnie went on

8

hikes. The hikes were:

\newline

5\,\text{miles}, 4\,\text{miles}, 5\,\text{miles}, 6\,\text{miles}, 5\,\text{miles}, 5\,\text{miles}, 4\,\text{miles}, 2\,\text{miles}

\newline

What was the mode of the lengths of Bonnie's hikes?

\newline

\_\_\_\_\_\,\text{miles}

List Hike Distances: Step $1$ : List all the hike distances given. $\newline$ Hike distances: $5$ miles, $4$ miles, $5$ miles, $6$ miles, $5$ miles, $5$ miles, $4$ miles, $2$ miles.
Arrange Distances Ascending: Step $2$ : Arrange the distances in ascending order to make it easier to find the mode. $\newline$ Ordered distances: $2$ miles, $4$ miles, $4$ miles, $5$ miles, $5$ miles, $5$ miles, $5$ miles, $6$ miles.
Count Frequency for Mode: Step $3$ : Count the frequency of each distance to find the most common one. $\newline$ Frequency: $2$ miles ( $1$ time), $4$ miles ( $2$ times), $5$ miles ( $4$ times), $6$ miles ( $1$ time). $\newline$ The mode is the number that appears most frequently, which is $5$ miles.

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