Please use the data above from a local 5K race. 1) Create a frequency distribution for gender.2) Draw a bar chart or pie chart to display gender.3)Create a contingency table for “total time” and age for men. Make “total time” intervals of 4 minutes (22 -25.99, 26-29.99, 30-33.99, etc.) Put ages ingroups of 6-15, 16-25, 26-35, 36-45, 46-55, and 56-65, 66-75.4)Create a contingency table for “total time” and age for women. Make “total time” intervals of 4 minutes(22-25.99,26-29.99, 30-33.99, etc.) Put ages in groups of 6-15, 16-25, 26-35, 36-45, 46-55, and 56-65, 66-75. 5)Make a bar chart (one chart -show both genders) for the race results by gender. Write a short paragraph to compare/contrast the male/female results.6)Calculate the mean, mode, and median age for all runners.7)Calculate the means, modes, and medians for runners’ age based on gender.8)Calculate the means, variances, and standard deviations for pace for the first 20runners based on gender.9)Draw a stem and leaf diagram for age (all runners). 10)Calculate the IQR of age and draw a boxplot (all runners). Are there any outliers?
problemset1_dille.pdf

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QMTH 205-001
Problem Set 1
Dillé
5K Results
Place
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
City
Anderson SC
Cornelia GA
Elberton GA
Williamston SC
Lake Geneva WI
Anderson SC
Anderson SC
Anderson SC
Williamston SC
Elberton GA
Piedmont SC
Piedmont SC
Anderson SC
Summerville SC
Anderson SC
Easley SC
Anderson SC
Anderson SC
Seneca SC
Pendleton SC
Simpsonville SC
Central SC
Hartwell GA
Lavonia GA
Anderson SC
Townville SC
Anderson SC
Anderson SC
Anderson SC
Anderson SC
Anderson SC
Pendleton SC
Pendleton SC
Piedmont SC
Anderson SC
Age
13
45
58
40
40
49
40
20
37
13
54
45
45
43
24
32
33
44
30
56
36
13
55
49
36
31
61
38
31
50
30
43
46
28
46
13
23
67
41
22
Gender
M
F
M
F
F
M
M
F
F
F
M
M
F
F
M
F
F
F
F
M
M
F
M
F
F
F
F
M
F
F
F
M
F
F
F
F
M
M
M
F
Total Time
22.82
25.08
25.20
25.33
25.36
25.82
26.04
26.04
26.07
26.29
26.47
26.54
26.54
26.57
27.99
28.71
28.83
29.20
31.03
31.40
31.43
31.65
31.84
31.90
31.99
32.02
32.71
32.77
32.83
34.22
34.32
34.69
35.06
37.23
38.75
38.78
38.78
40.55
40.64
43.56
Pace
7:36
8:09
8:13
8:17
8:18
8:33
8:40
8:40
8:41
8:48
8:54
8:56
8:56
8:57
9:06
9:26
9:30
9:42
10:01
10:13
10:14
10:21
10:27
10:29
10:32
10:33
10:55
10:57
10:59
11:04
11:07
11:19
11:31
12:01
12:50
12:51
12:51
13:08
13:11
14:05
Please use the data above from a local 5K race.
1) Create a frequency distribution for gender.
2) Draw a bar chart or pie chart to display gender.
3) Create a contingency table for “total time” and age for men. Make “total time” intervals of 4 minutes (22-25.99, 26-29.99, 30-33.99, etc.) Put ages in
groups of 6-15, 16-25, 26-35, 36-45, 46-55, and 56-65, 66-75.
4) Create a contingency table for “total time” and age for women. Make “total time” intervals of 4 minutes (22-25.99, 26-29.99, 30-33.99, etc.) Put ages in
groups of 6-15, 16-25, 26-35, 36-45, 46-55, and 56-65, 66-75.
5) Make a bar chart (one chart – show both genders) for the race results by gender. Write a short paragraph to compare/contrast the male/female results.
6) Calculate the mean, mode, and median age for all runners.
7) Calculate the means, modes, and medians for runners’ age based on gender.
8) Calculate the means, variances, and standard deviations for pace for the first 20 runners based on gender.
9) Draw a stem and leaf diagram for age (all runners).
10) Calculate the IQR of age and draw a boxplot (all runners). Are there any outliers?
By 11:59 p.m. on January 23, take PS1 Quiz in Blackboard. Please have your completed problem set by you as you answer the quiz questions. Upload a copy of your
problem set to Blackboard in the PS1 Assignment.

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