Henry then conducts a matched-pairs 1-test at a significance level of æ = 0.05 to test the null hypothesis Ho: µ 2 0 agains the alternative hypothesis H1: µ < 0. The parameter u represents the mean difference of right-hand reaction times and lef hand reaction times for high school student gamers that are right-handed. Given that Henry randomly selected the student for his sample, and the sample data set of calculated differences are roughly normally distributed without any outliers, the conditions for a matched-pairs t-test are satisfied. Compute the 1-statistic and P-value for Henry's matched-pairs 1-test. Please round your answers to the nearest three decimal places.

Henry then conducts a matched-pairs 1-test at a significance level of æ = 0.05 to test the null hypothesis Ho: µ 2 0 agains the alternative hypothesis H1: µ < 0. The parameter u represents the mean difference of right-hand reaction times and lef hand reaction times for high school student gamers that are right-handed. Given that Henry randomly selected the student for his sample, and the sample data set of calculated differences are roughly normally distributed without any outliers, the conditions for a matched-pairs t-test are satisfied. Compute the 1-statistic and P-value for Henry's matched-pairs 1-test. Please round your answers to the nearest three decimal places.

Name: question 15I am not understanding how to find the t value and p value
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Description: question 15I am not understanding how to find the t value and p value VariableSampleSample standardStandard errordescriptionmean (ms)deviation (ms)estimate (ms)right-hand reaction timeXR325.55801112.36310SER = 19.86318%3DSR =left-hand reaction timeXL

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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Topic Video

Question

question 15

I am not understanding how to find the t value and p value

Variable
Sample
Sample standard
Standard error
description
mean (ms)
deviation (ms)
estimate (ms)
right-hand reaction time
XR
325.55801
112.36310
SER = 19.86318
%3D
SR =
left-hand reaction time
XL = 346.90739
S1. =
177.79582
SE, = 31.43016
difference (right hand – left hand)
x = -21.34938
s = 190.06807
SE = 33.59961
Henry then conducts a matched-pairs 1-test at a significance level of a = 0.05 to test the null hypothesis Ho: u 2 0 agains
the alternative hypothesis H1: µ < 0. The parameter u represents the mean difference of right-hand reaction times and lef
hand reaction times for high school student gamers that are right-handed. Given that Henry randomly selected the student
for his sample, and the sample data set of calculated differences are roughly normally distributed without any outliers, the
conditions for a matched-pairs t-test are satisfied.
Compute the t-statistic and P-value for Henry's matched-pairs t-test. Please round your answers to the nearest three
decimal places.

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