about using 1-VarStats given in Chapter 12 notes & lecture video. C. Use the calculator output to fill in the table on the next page. D. Then run 1-VarStats(L2) to find the following descriptive statistic for the actors. E. Use the calculator output to fill in the table on the next page. Descriptive Statistics Sample Mean For Actresses Ages For Actors Ages 『ス 97 3815e

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Author:Amos Gilat
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Chapter1: Starting With Matlab
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the following descriptive statistic for the actresses.
Details about using 1-VarStats given in Chapter 12 notes & lecture video.
C. Use the calculator output to fill in the table on the next page.
D. Then run 1-VarStats(L2) to find the following descriptive statistic for the actors.
E. Use the calculator output to fill in the table on the next page.
Descriptive Statistics
Sample Mean
Sample Standard Deviation
For Actresses Ages For Actors Ages
38.116
1.9746
43.92
8.4947
29
37.5
44
49
660
Min
Quartile 1
Median
2815
34
47
Quartile 3
Max
F. Make a boxplot for either the actresses or actors' data. You can pick which list you want to
graph. You do not have to graph both actresses and actors.
+
+
+
60
65
+-
50
55
40
45
30
35
20
25
Transcribed Image Text:the following descriptive statistic for the actresses. Details about using 1-VarStats given in Chapter 12 notes & lecture video. C. Use the calculator output to fill in the table on the next page. D. Then run 1-VarStats(L2) to find the following descriptive statistic for the actors. E. Use the calculator output to fill in the table on the next page. Descriptive Statistics Sample Mean Sample Standard Deviation For Actresses Ages For Actors Ages 38.116 1.9746 43.92 8.4947 29 37.5 44 49 660 Min Quartile 1 Median 2815 34 47 Quartile 3 Max F. Make a boxplot for either the actresses or actors' data. You can pick which list you want to graph. You do not have to graph both actresses and actors. + + + 60 65 +- 50 55 40 45 30 35 20 25
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Box plot is a graphical method which depicts the groups of numerical data through their quartiles. It indicates maximum value, minimum value, upper fence, lower fence also. Box-plots are non-parametric.

 

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