Scatterplot of daily cycling distances and type of climb: Every summer, the touring company America by...

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Scatterplot of daily cycling distances and type of climb: Everysummer, the touring company America by Bicycle conducts the “CrossCountry Challenge,” a 7-week bicycle journey across the UnitedStates from San Francisco, California, to Portsmouth, NewHampshire. At some point during the trip, the exhausted cyclistsusually start to complain that the organizers are purposelyplanning for days with lots of hill and mountain climbing tocoincide with longer distances. The tour staff counter that norelation exists between climbs and mileage and that the route isorganized based on practical issues, such as the location of townsin which riders can stay. The organizers who planned the route(these are the company owners who are not on the tour) say thatthey actually tried to reduce the mileage on the days with theworst climbs. Here are the approximate daily mileages and climbs(in vertical feet), as estimated from one rider’s bicyclecomputer.

Mileage

Climb

Mileage

Climb

Mileage

Climb

83

600

69

2500

102

2600

57

600

63

5100

103

1000

51

2000

66

4200

80

1000

76

8500

96

900

72

900

51

4600

124

600

68

900

91

800

104

600

107

1900

73

1000

52

1300

105

4000

55

2000

85

600

90

1600

72

2500

64

300

87

1100

108

3900

65

300

94

4000

118

300

108

4200

64

1500

65

1800

97

3500

84

1500

76

4100

91

3500

70

1500

66

1200

82

4500

80

5200

97

3200

77

1000

63

5200

92

3900

53

2500

  1. Construct a scatterplot of the cycling data, putting mileage onthe x-axis. Be sure to label everything and include atitle.
  2. We haven’t yet learned to calculate inferential statistics onthese data, so we can’t estimate what’s really going on, but do youthink that the amount of vertical climb is related to a day’smileage? If yes, explain the relation in your own words. If no,explain why you think there is no relation.
  3. It turns out that inferential statistics do not support theexistence of a relation between these variables and that the staffseems to be the most accurate in their appraisal. Why do you thinkthe cyclists and organizers are wrong in opposite directions? Whatdoes this say about people’s biases and the need for data

Answer & Explanation Solved by verified expert
4.2 Ratings (583 Votes)
From the above scatterplot we can observe that the points in thegraph are randomly scattered There is no pattern observed hereFor any mileage most of the climb fall below 2000 feet for examplea mileage of 73 has a climb height of    See Answer
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