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The dotplot below is a randomization distribution of 3,000 randomization sample differences in means based on the following hypotheses: Ho : μα – μ. = 0 Ha : Mc - MN > 0, where c is mean number of finger taps per minute for a person on caffeine, and N is mean number of finger taps per minute for a person not on caffeine. VS.

The dotplot below is a randomization distribution of 3,000 randomization sample differences in means based on the following hypotheses: Ho : μα – μ. = 0 Ha : Mc - MN > 0, where c is mean number of finger taps per minute for a person on caffeine, and N is mean number of finger taps per minute for a person not on caffeine. VS.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I only need Part “B” answered please show work on paper
The dotplot below is a randomization distribution of 3,000 randomization sample differences in means based on the following hypotheses: Ho : μα – μ. = 0 VS. Ha : Mc - MN > 0, where c is mean number of finger taps per minute for a person on caffeine, and N is mean number of finger taps per minute for a person not on caffeine. Randomization Dotplot of 1-2, Null hypothesis: μ = μ2 200 (b) 150 100 50 Left Tail Two-Tail Right Tail -2 null= 0 TC - TN = 2. 2 (a) ( Are the following sample differences in means reasonably likely to occur, fairly unlikely to occur, or extremely unlikely to occur just by random chance, if the null hypothesis were true? TC - XN = -4, TC-EN = -1, 3 samples 3000 mean-0.025 std. error 1.307 Tc-N=7 Use the dotplot to estimate the p-value of an observed sample statistic of
Transcribed Image Text:The dotplot below is a randomization distribution of 3,000 randomization sample differences in means based on the following hypotheses: Ho : μα – μ. = 0 VS. Ha : Mc - MN > 0, where c is mean number of finger taps per minute for a person on caffeine, and N is mean number of finger taps per minute for a person not on caffeine. Randomization Dotplot of 1-2, Null hypothesis: μ = μ2 200 (b) 150 100 50 Left Tail Two-Tail Right Tail -2 null= 0 TC - TN = 2. 2 (a) ( Are the following sample differences in means reasonably likely to occur, fairly unlikely to occur, or extremely unlikely to occur just by random chance, if the null hypothesis were true? TC - XN = -4, TC-EN = -1, 3 samples 3000 mean-0.025 std. error 1.307 Tc-N=7 Use the dotplot to estimate the p-value of an observed sample statistic of
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