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Post by Dobeln on Jan 11, 2016 23:49:17 GMT
In This test I have marmont and Grouchy And i made them attack Radetzky on a -10 to artillery Damage terrain. And These are the numbers i got
Grouchy Marmont
33 36
34 21
35 31
29 26
29 27
32 28
41 22
32 32
34 29
26 39
45 33
41 49
24 34
29 33
39 37
34 23
46 20
32 43
43 30
29 25
23 33
29 33
35 33
35 28
32 30
His Average is 33.64 Damage Marmont's Average Damage is 31 so he does less average damage although he only has 3 stars artillery.
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Post by Erich von Manstein on Jan 12, 2016 0:29:32 GMT
Marmont has 1 star less, so his damage should add 5. Therefore, his average damage is 36, greater than Grouchy.
At least right now, we know that Maximum>Minimum.
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Post by kanue on Jan 12, 2016 5:22:19 GMT
The difference is too small to be considered that they are statistically different. Maybe you need more data for this. Below, I use stat program to compare the damage of Grouchy and Marmont+5. In case you hate statistics, it says "there is not enough evidence to prove that the damage of Grouchy and Marmont+5 are different." Null hypothesis: Difference of means = 0
Sample 1: n = 25, mean = 33.64, s.d. = 6.10928 standard error of mean = 1.22186 95% confidence interval for mean: 31.1182 to 36.1618
Sample 2: n = 25, mean = 36, s.d. = 6.73919 standard error of mean = 1.34784 95% confidence interval for mean: 33.2182 to 38.7818
Test statistic: t(48) = (33.64 - 36)/1.81923 = -1.29725 Two-tailed p-value = 0.2007 (one-tailed = 0.1004) |
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Post by Dobeln on Jan 12, 2016 20:56:53 GMT
Marmont has 1 star less, so his damage should add 5. Therefore, his average damage is 36, greater than Grouchy. At least right now, we know that Maximum>Minimum. So did I make the wrong choice buying grouchy although he is able to move 3 hex on heavy artillery on plains and only needs 1 trainer. Thus making him cost less |
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Post by Jean-Luc Picard on Jan 13, 2016 15:32:00 GMT
Marmont has 1 star less, so his damage should add 5. Therefore, his average damage is 36, greater than Grouchy. At least right now, we know that Maximum>Minimum. The terrain has -10%, so you add 4.5 |
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