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Rat Treatment antibody_level 1 placebo 58.53 2 placebo 68.02 3 placebo 63 4 placebo 53.19 5 placebo 51.52 6 placebo 57.55 7 placebo 62.01 8
Rat | Treatment | antibody_level |
1 | placebo | 58.53 |
2 | placebo | 68.02 |
3 | placebo | 63 |
4 | placebo | 53.19 |
5 | placebo | 51.52 |
6 | placebo | 57.55 |
7 | placebo | 62.01 |
8 | placebo | 63.98 |
9 | placebo | 56.52 |
10 | placebo | 55.98 |
11 | drug_X | 49.05 |
12 | drug_X | 62 |
13 | drug_X | 54.35 |
14 | drug_X | 44.37 |
15 | drug_X | 64.73 |
16 | drug_X | 55.31 |
17 | drug_X | 62.72 |
18 | drug_X | 54.69 |
19 | drug_X | 41.44 |
20 | drug_X | 46.81 |
21 | drug_Y | 41.82 |
22 | drug_Y | 36.27 |
23 | drug_Y | 45.1 |
24 | drug_Y | 37 |
25 | drug_Y | 44.75 |
26 | drug_Y | 43.1 |
27 | drug_Y | 49.28 |
28 | drug_Y | 46.58 |
29 | drug_Y | 37.06 |
30 | drug_Y | 46.59 |
p-value for normality?
p-value HOV?
Does this data violate the GLM assumption?
What statistical test run if do not transform data?
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