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The statistics that are appropriate to calculate olympic success are the ones that signify how many medals a certain athlete has won If it is necessary to partition the total count of medals to determine who is greater then they can be separated into gold medals silver medals and bronze medals Kristin Otto has been included because she is one of the few athletes that has won three gold medals in individual events and has possibly the highest medal count for female Olympians Kristin has a total of three gold medals from individual events and thirty-six medals from her Olympic swimming career ranging from gold to bronzeAs when comparing any two objects the same criteria must be used to compare Krisztinas success to Kristins The total number of medals that Krisztina Egerszegi has accumulated through her swimming career is a close thirty-three medals to Kristin Her winnings can then be sectioned off by gold medals through individual events and her other medals When this criteria is applied she has three gold medals from individual events and that leaves us with thirty other medals that range in rank and events These must be included to decide who is truly greaterOlympic success is commonly based upon firstly how many gold medals an athlete has accumulated through individual events They are then calculated by how many total medals the athlete has won through individual events Lastly they are calculated by the total amount of medals won whether it be individual or relay events they are calculated into the total Kristin has accumulated many medals that must be compared with Krisztinas amount so that it can be determined who is the best female Olympic swimmerKrisztinas olympic success must first be calculated by the amount of gold medals won in individual events The range must then broaden to include all ranks of medals earned through individual events The spectrum is lastly expanded to include all ranks of medals won through
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