2016
2018
«
»
menu
2017»38th

Tour de Hongrie

(2.2)
2017»Prologue»SzombathelySzombathely(1km)

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 = -1.4 * weight + 134

This means that on average for every extra kilogram weight a rider loses -1.4 positions in the result.
#RiderWeight (KG)
2 SZALONTAY Sandor88
3 PEÁK Barnabás74
4 DLAMINI Nic66
6 JARAMILLO Daniel63
7 ALZATE Carlos74
8 LOVASSY Krisztián71
9 JERMAN Žiga67
10 FINKŠT Tilen70
11 DONDERS Jelle76
12 HAEDO Lucas Sebastián64
13 RUČIGAJ Žiga68
14 JOSEPH Thomas71
15 SZARKA Gergely67
16 SIEBENS Gianni62
17 HARPER Chris67
18 MANNINEN Matti70
19 GHEBREIGZABHIER Amanuel68
20 HUCKER Robbie68
21 TEKLIńSKI Adrian88
22 TYBOR Patrik72
23 GROŠELJ Matic70
24 KRASNOV Leonid65
25 VANTORNOUT Klaas69
28 DRIESEN Jarne71
30 POGAČAR Tadej66
35 ROE Timothy66
36 RAILEANU Cristian63
37 PAUWELS Tijl68
38 DE CLERCQ Angelo67
39 NORRIS Lachlan67
41 ACEVEDO Janier63
44 ARERUYA Joseph74
48 HABTOM Awet65
50 DINA Márton67
51 MAHĎAR Martin61
55 PÁPAI Ádám76
59 THILL Tom73
63 EYOB Metkel61
67 KLISURIĆ Stevan70
69 ŠTIBINGR Matěj62
70 SZEGHALMI Balint66
74 KIPKEMBOI Salim63
75 SIPOS Marek65
77 PSZCZOLARSKI Wojciech73
79 CSER Gabor69
81 FILUTÁS Viktor68
86 ZAHÁLKA Matěj73
87 OTRUBA Jakub75
90 VALTER Attila65
92 VAN ENGELEN Adne51
93 PARTI Andras67
99 SCHÄFER Timo66
100 CLARKE Jonathan68