Create a probability density plot with the density curve for ‘Rest_Pulse.’ Name Gender Runtime Age Weight Oxygen_Consumption Run_Pulse Rest_Pulse Maximum_Pulse PerformanceDonnaF8.174268.1559.571664017214GracieF8.633881.8760.061704818613LuanneF8.6585.8454.31564516813MimiF8.9270.8754.631464815511ChrisM8.954981.4249.1618018511AllenM9.223889.0249.871785518012NancyF9.44976.3248.671865618810PattyF9.635276.3245.441644816610SuzanneF9.935759.0850.5514849155TeresaF 105177.9146.67162481689.Bobм 10.074075.0745.31185621859Harriett F 10.084973.3750.39168671689.F 10.13м 10.25м 10.33F 10.47м 10.5F 10.6м 10.85м 10.95F 11.08F 11.12м 11.17м 11.37F 11.5м 11.63F 11.95м 12.63м 12.88м 13.08м 14.03Jane4473.0350.5416845168Harold4891.6346.771621649.5483.1251.85166501708.SammyBuffy5273.7145.79186591888.Trent82.7847.47170531728Jackie4779.1547.27162471648.RalphJack4381.1949.0916264170769.6340.84168571727Annie5167.2545.12172481727Kate4566.4544.75176511767Carl5479.3846.08156621657Don4489.4744.61178621826.Effie4861.2447.921705217664777.4544.81176581766.GeorgeIris4075.9845.6817670180Mark5773.3739.411741764Steve5491.6339.216844172481.42VaughnWilliam4439.441746317624587.6637.3918656192LO CO SH LOn o O o m N N O H N N2O O 0 g M Oo m o oo anNM 4 5 43A4 555 44 45L554 455 4 5 4 4 4 5 5 4* N NNm 1 H 54 O N

Given: Data is 40 44 44 45 45 47 48 48 48 48 48 48 49 50 51 52…

Answered: Create a probability density plot with…

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Statistics

Create a probability density plot with the density curve for ‘Rest_Pulse.’

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.6: Variation

Problem 37E

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Concept explainers

Continuous Probability Distributions

Probability distributions are of two types, which are continuous probability distributions and discrete probability distributions. A continuous probability distribution contains an infinite number of values. For example, if time is infinite: you could count from 0 to a trillion seconds, billion seconds, so on indefinitely. A discrete probability distribution consists of only a countable set of possible values.

Normal Distribution

Suppose we had to design a bathroom weighing scale, how would we decide what should be the range of the weighing machine? Would we take the highest recorded human weight in history and use that as the upper limit for our weighing scale? This may not be a great idea as the sensitivity of the scale would get reduced if the range is too large. At the same time, if we keep the upper limit too low, it may not be usable for a large percentage of the population!

Question

Create a probability density plot with the density curve for ‘Rest_Pulse.’

Name Gender Runtime Age Weight Oxygen_Consumption Run_Pulse Rest_Pulse Maximum_Pulse Performance
Donna
F
8.17
42
68.15
59.57
166
40
172
14
Gracie
F
8.63
38
81.87
60.06
170
48
186
13
Luanne
F
8.65
85.84
54.3
156
45
168
13
Mimi
F
8.92
70.87
54.63
146
48
155
11
Chris
M
8.95
49
81.42
49.16
180
185
11
Allen
M
9.22
38
89.02
49.87
178
55
180
12
Nancy
F
9.4
49
76.32
48.67
186
56
188
10
Patty
F
9.63
52
76.32
45.44
164
48
166
10
Suzanne
F
9.93
57
59.08
50.55
148
49
155
Teresa
F 10
51
77.91
46.67
162
48
168
9.
Bob
м 10.07
40
75.07
45.31
185
62
185
9
Harriett F 10.08
49
73.37
50.39
168
67
168
9.
F 10.13
м 10.25
м 10.33
F 10.47
м 10.5
F 10.6
м 10.85
м 10.95
F 11.08
F 11.12
м 11.17
м 11.37
F 11.5
м 11.63
F 11.95
м 12.63
м 12.88
м 13.08
м 14.03
Jane
44
73.03
50.54
168
45
168
Harold
48
91.63
46.77
162
164
9.
54
83.12
51.85
166
50
170
8.
Sammy
Buffy
52
73.71
45.79
186
59
188
8.
Trent
82.78
47.47
170
53
172
8
Jackie
47
79.15
47.27
162
47
164
8.
Ralph
Jack
43
81.19
49.09
162
64
170
7
69.63
40.84
168
57
172
7
Annie
51
67.25
45.12
172
48
172
7
Kate
45
66.45
44.75
176
51
176
7
Carl
54
79.38
46.08
156
62
165
7
Don
44
89.47
44.61
178
62
182
6.
Effie
48
61.24
47.92
170
52
176
6
47
77.45
44.81
176
58
176
6.
George
Iris
40
75.98
45.68
176
70
180
Mark
57
73.37
39.41
174
176
4
Steve
54
91.63
39.2
168
44
172
4
81.42
Vaughn
William
44
39.44
174
63
176
2
45
87.66
37.39
186
56
192
LO CO SH LO
n o O o m N N O H N N2
O O 0 g M O
o m o oo anN
M 4 5 43A4 555 44 45L554 455 4 5 4 4 4 5 5 4
* N NN
m 1 H 54 O N

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