first, make a box - and - whisker plot.\nrecall that the five - number summary is used to create a box - and…

first, make a box - and - whisker plot.\nrecall that the five - number summary is used to create a box - and - whisker plot. the five - number summary consists of the lowest value, the first quartile, $q_1$, the median, the third quartile, $q_3$, and the highest value of a data set. therefore, in order to make a box - and - whisker plot, we will need to find each of these values.\nwe will start by finding the low and high numbers.\nconsider the given unordered data set.\n32 11 14 23 34 45 36 51 21 17\n16 32 38 35 37 20 29 40 17 45\nit is helpful to first order the data from smallest to largest.\n, 14, 16, 17, 17, 20, 21, 23, 29, 32, 32, 34, 35, 36, 37,, 40, 45, 45,\nwe see that the lowest value is and the highest value is.

first, make a box - and - whisker plot.\nrecall that the five - number summary is used to create a box - and - whisker plot. the five - number summary consists of the lowest value, the first quartile, $q_1$, the median, the third quartile, $q_3$, and the highest value of a data set. therefore, in order to make a box - and - whisker plot, we will need to find each of these values.\nwe will start by finding the low and high numbers.\nconsider the given unordered data set.\n32 11 14 23 34 45 36 51 21 17\n16 32 38 35 37 20 29 40 17 45\nit is helpful to first order the data from smallest to largest.\n, 14, 16, 17, 17, 20, 21, 23, 29, 32, 32, 34, 35, 36, 37,, 40, 45, 45,\nwe see that the lowest value is and the highest value is.

Answer

Explanation:

Step1: Order the data

First, we order the given un - ordered data set (32,11,14,23,34,45,36,51,21,17,16,32,38,35,37,20,29,40,17,45) from smallest to largest: (11,14,16,17,17,20,21,23,29,32,32,34,35,36,37,38,40,45,45,51).

Step2: Identify the lowest and highest values

The lowest value in the ordered data set is (11) and the highest value is (51).

Answer:

The ordered data set is (11,14,16,17,17,20,21,23,29,32,32,34,35,36,37,38,40,45,45,51). The lowest value is (11) and the highest value is (51).