Question

For the Park City basketball team, scores for the last 30 games were as follows (smallest to largest):

$32;32;33;34;38;40;42;42;43;44;46;47;47;48;48;48;49;50;50;51;52;52;52;53;54;56;57;57;60;61$Construct a stem plot for the data.

Short answer

The stem plot of the data is,

Stem leaf

$$\begin{gathered} 3|22348 \\ 4|022346778889 \\ 5|00122234677 \\ 6|01 \end{gathered}$$

We may deduce that the distribution is uni-modal and that the modal point is in the 40's interval.

Step-by-step solution

Given

Here we have$32,32,33,34,38,40,42,42,43,44,46,47,47,48,48,48,49,50,50,51,52,52,52,53,54,56,57,57,60,61$

Explanation

This data was divided into $30$points and utilized to create a stem and leaf plot.

The stem and leaf plot displays a summary of the data and allows us to quickly see the form of the distribution as well as which parts of the data have a high frequency.

To interpret the stem and leaf statistics, remember that $1|5$equals $15$and $0|9$equals $9.$

So we can observe that the data has the maximum frequency at$40.$

Asaresult,thedatastemplotis,

Stem leaf

role="math" localid="1647865441126" $$\begin{gathered} 3|22348 \\ 4|022346778889 \\ 5|00122234677 \\ 6|01 \end{gathered}$$