'Slimy' is a computer game where you race snails and collect points.

Is there a statistically significant linear relationship between the number of points attained and the distance the different snails travel?

Conduct the appropriate test and include all relevant output.

Can you please explain and show me how to find

- state thenull and alternative hypotheses - show workings and how to find them?

- What is the observed test statistic - show workings and how to find it?

- What is the null distribution - show workings and how to find it?

- What is the p-value - show workings and how to find it?

- What the overall decision is and why?

- What is the appropriate conclusion in plain language?

Distance Per Snail	Score
69.69	876.45
12	150.9
40.48	578.58
38.85	561.01
92.47	939.28
37.15	310.03
83.55	958.45
101.72	1070.08
106.01	833.01
18.42	369.93
86.58	820.36
39.71	533.3
21.12	118.24
106.52	754.47
52.67	621.32
56.62	467.02
108.22	957.99
69.51	783.82
107.33	914.21
87.28	708.01
82.56	962.72
110.77	1042.28
61.74	767.66
60.1	305.81
76.03	579.24
94.19	736.51
59.31	566.74
95.28	819.29
62.48	689.03
64.09	325.32
67.82	528.94
35	239.56
98.91	896.37
76.56	772.5
59.35	847.91
108.21	902.5
57.11	449.23
73.32	782.39
49.95	444.32
11.77	326.38