Treatment A Treatment B 74 80 50 82 70 49 60 44 30 60 37 65 34 77 40 45 39 51 70 70 19 53 43 16 25 38 15 44 20 29 55 51 48 54 42 46 60 18 27 61 Create a graph for each treatment that is not a histogram.
Treatment A Treatment B
74 80
50 82
70 49
60 44
30 60
37 65
34 77
40 45
39 51
70 70
19 53
43 16
25 38
15 44
20 29
55 51
48 54
42 46
60 18
27 61
Create a graph for each treatment that is not a histogram.
In the given scenario, the best graph that can describe each treatment is a Box plot or a line graph.
Here, a box plot is suitable as it helps in summarizing the data.
The box plot shows the following measures:
1) Mean: It represents the average of the data.
2) Median or Second quartile: It represents the value that divides the data into two halves.
3) First quartile: It is the value that divides the data in the ratio 1:3.
4) Third quartile: It is the value that divides the data in the ratio 3:1.
5) Lowest data value: This is the minimum value of the data set.
6) Highest data value: This is the maximum value present in the data set.
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