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In the 2004 Tour de France, Lance Armstrong made history by winning the race for an...

  1. In the 2004 Tour de France, Lance Armstrong made history by winning the race for an unprecedented sixth time. In 2005, he became the only 7-time winner and set a new record for the fastest average speed – 41.65 kilometers per hour – that stands to this day. In 2012, he was banned for life for doping offenses, stripped of all of his titles and his records expunged. Use the data set ‘Tour de France 2016’ from ‘data sets in your textbook’ in StatCrunch to answer and complete the following. (You may erase the instructions to this problem if you need more space for your answers.)
  1. Identify and state the following W’s of these data: Who, What
  1. Create a frequency table for the variable ‘Country’ and provide it here:

(Recommendation: use StatCrunch to create, copy, and paste your table.)

  1. Create a Bar Chart for the variable ‘Country’ and provide it here:

(You must use StatCrunch or other Statistical software to copy and paste your Bar Chart.)

  1. Create TWO Histograms for the variable ‘Age’ of different interval widths and provide them side-by-side here. (You must use StatCrunch or other Statistical software to copy and paste your histograms.)
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Answer #1

Data on the ‘Tour de France 2016’ :

Nationality Age
Great Britain 31
Colombia 28
Belarus 35
Spain 26
Spain 32
Netherlands 28
Great Britain 26
Great Britain 29
Great Britain 30
Colombia 26
Spain 36
Colombia 27
Spain 32
Spain 25
Spain 28
Spain 27
Spain 34
Portugal 27
Italy 25
Italy 31
Denmark 31
Ukraine 32
Estonia 29
Kazakhstan 23
Italy 27
Spain 32
Italy 38
Spain 33
Slovakia 26
Poland 31
Italy 31
Croatia 29
Czech Republic 30
Poland 26
Italy 42
Denmark 24
France 25
Belgium 30
France 30
France 35
Luxembourg 28
France 28
France 23
Italy 33
France 28
Netherlands 25
New Zealand 26
Netherlands 23
Netherlands 27
Germany 32
Netherlands 23
Belgium 27
Germany 33
Belgium 34
Netherlands 29
Switzerland 35
Spain 36
Switzerland 36
Luxembourg 36
United States 28
Belgium 24
Belgium 25
Spain 39
Switzerland 29
Netherlands 33
France 29
Switzerland 37
Norway 22
Switzerland 30
Australia 26
Belgium 25
Colombia 27
France 29
Denmark 31
United States 24
United States 28
Slovenia 29
Netherlands 31
Lithuania 28
Netherlands 27
Netherlands 23
Australia 31
United States 32
Germany 33
Italy 28
Australia 26
France 34
Switzerland 29
Belgium 31
United States 27

Calculations are done on Minitab.

The frequency distribution is of the above data is :

Nationality count
Australia 3
Belarus 1
Belgium 7
Colombia 4
Croatia 1
Czech Republic 1
Denmark 3
Estonia 1
France 9
Germany 3
Great Britain 4
Italy 8
Kazakhastan 1
Lithuania 1
luxembourg 2
Netherlands 10
New Zealand 1
Norway 1
Poland 2
Portugal 1
Slovakia 1
Slovenia 1
Spain 12
Switzerland 6
Ukraine 1
United States 5
N= 90

Bar Graph of Countries :

Chart of Nationality 12 10 4 Nationality

Explanation : X axis = countries, Y axis= counts

The bar graph represents the number of racers from each of the countries participating in the event. The height of the bars represent the total number of racers corresponding to that specific country. Example : The bar corresponding to Spain has a height of 12 i.e 12 racers are participating from Spain. Similarly rest of the bars are decided.

Histogram with unequal class width and equal class width :

Histogram of Age 35 3010 25 E 20 @y 15 10 25 27 31 35 40 42 Age

Histogram of Age 20 15 10 40 36 32 0- 28 24 Age

Explanation : X axis = age, Y axis = frequency

As we can see, with unequal class widths are heights of the bins are changed. As for example : for the age range (22-25) in the first graph (i.e the first bin), the frequency is 9 whereas in the second graph the first bin has a age range of (21-23) and a frequency of 1. i.e only 1 racer belongs to that age group.

Hence we can conclude with unequal class intervals the histogram will look differently.

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