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Regression line on weight and result

With regression analysis we can check if there is a relationship between a dependent (also called outcome variable) and an independent variable. In this statistic, the relationship between the weight of a rider and the result (outcome) is investigated.

The formula for the regression line on the riders in the result is as follows:

result = 1.1 * weight - 19

This means that on average for every extra kilogram weight a rider loses 1.1 positions in the result.
# Rider Weight (KG)
1 SCHLEGEL Michal72
2 POTOČKI Viktor58
3 FILUTÁS Viktor68
4 ŤOUPALÍK Adam65
7 ČANECKÝ Marek72
8 MURIAS Jakub65
10 KACZMAREK Jakub66
11 ŠTOČEK Matúš80
12 AUER Daniel73
13 KALOJÍROS Tomáš68
14 CIEŚLIK Paweł65
15 SIMION Paolo79
17 TYBOR Patrik72
18 SKOK Anže73
21 PELIKÁN János76
22 ŘEHA Filip72
23 FINKŠT Tilen70
24 KAŠPAR Jan73
26 DOMAGALSKI Karol77
27 TYRPEKL Karel67
31 BUDZIŃSKI Tomasz69
32 SZÓSTKA Paweł63
33 KOHOUT Martin61
34 STÖHR Ján72
36 SCHMIDBAUER Maximilian69
38 KOVÁCS Dávid71
41 SZATMARY Andras71
42 SCHURAN Michal70
44 TICHLER Thomas66
45 BELLAN Juraj61
55 GIERACKI Patryk71
58 HOPFGARTNER Paul63
59 KUKRLE Michael73
67 KEPPLINGER Rainer70
68 NEUMAN Dominik72
72 KMÍNEK Vojtěch75
73 MAČEK Matic73
76 SALZMANN Jodok72
80 ALEKSANDROV Yasen62
81 RUDYK Bartosz76
83 OCHSENHOFER Peter88
84 JANISZEWSKI Sylwester65
85 BANASZEK Adrian79
86 FRANCZAK Paweł63
90 GUARDINI Andrea66
91 STÖHR Pavel66
95 ŤOUPALÍK Jakub65
97 OTRUBA Jakub75
98 PETRUŠ Jiří64
99 KELEMEN Pavel78
102 HOPKINS Dylan74
104 KÖCK Daniel68
105 GRATZER Alexander67
111 BANASZEK Alan75
112 PARMA Krzysztof72
113 BUDZIŃSKI Marcin70
114 LOHINSKÝ Filip71
115 BABOR Daniel79
122 PAVLIČ Marko65
123 KRAWCZYK Szymon79
131 LANG Philipp80
133 KOVAČ Štefan65