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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 = 0.2 * weight + 22

This means that on average for every extra kilogram weight a rider loses 0.2 positions in the result.
# Rider Weight (KG)
1 COBBAERT Robby61.5
2 DRUYTS Gerry69
3 PLANCKAERT Edward71
4 OTTEMA Rick77
5 PAUWELS Kevin60
6 SIX Franklin72
7 KERKHOF Tim76
8 DE ROOZE Niels62
9 VANTHOURENHOUT Michael62
10 VANTOMME Maxime63
11 SWIFT Connor75
12 DE JONGE Maarten65
14 AULAR Orluis65
15 DOETS Marco73
16 VAN DALEN Jason70
17 AERTS Thijs76
18 BUGTER Luuc81
19 MERLIER Braam64
21 BAUGNIES Jérôme69
23 FARAZIJN Maxime73.5
25 DHAENE Brecht73
26 STOCKMAN Abram67
28 VOIGT Eric69
29 VAN KEIRSBULCK Guillaume89
30 DOUBEY Fabien62
31 ISERBYT Eli55
32 GAMPER Mario72
34 ROBEET Ludovic75
36 SEFA Ylber72
37 MARCHAND Gianni61
39 MENGOULAS Alex66
40 BAX Sjoerd78
41 LOOCKX Lander70
42 ROMBOUTS Seppe63
43 DAVIDS Brendon72
44 CLEPPE Nicolas66
47 GAMPER Florian86
48 CHRISTENSEN Ryan63
49 RICKAERT Jonas88
50 DIELEMAN Michiel78
52 TEUGELS Lennert64
53 EYSKENS Jeroen68
54 GMELICH MEIJLING Jarno77
58 AERNOUTS Jim63
59 AERTS Toon72
60 MOLLY Kenny61
61 PAASSCHENS Mathijs75
63 BOUWMANS Dylan64
65 KREDER Wesley71
66 HAVIK Piotr73
68 OOSTRA Folkert68
69 JANSSENS Jimmy74
70 SPENGLER Lukas78
71 SOETE Daan72
72 VAN DER HAAR Lars58
73 ALLEGAERT Piet70
75 TULNER Rens62
76 VAN DEN DOOL Jens68
77 DE GENDT Aimé75
78 DE PAEPE Johannes75