Step 2 а. From the provided information, Test statistic =0.82 Degrees of freedom =34 Two tail. The p-value manually can be computed as: p- value = Pr (t > It.l) = Pr (t > 0. 82) + Pr (t < -0. 82) = 2 x Pr(t > 0. 82) = 0.417928 t-probability value is taken from t-table. Hence, the manually calculated p-value is 0.418 ( after rounding up to three decimal place

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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How to find the t-probability in the t-table for this question?

Step 2
a.
From the provided information,
Test statistic =0.82
Degrees of freedom =34
Two tail.
The p-value manually can be computed as:
p - value = Pr(t > [t.l)
= Pr (t > 0. 82) + Pr (t < –0. 82)
= 2 x Pr(t > 0. 82)
= 0.417928
t-probability value is taken from t-table.
Hence, the manually calculated p-value is 0.418 ( after rounding up to three decimal place)
Transcribed Image Text:Step 2 a. From the provided information, Test statistic =0.82 Degrees of freedom =34 Two tail. The p-value manually can be computed as: p - value = Pr(t > [t.l) = Pr (t > 0. 82) + Pr (t < –0. 82) = 2 x Pr(t > 0. 82) = 0.417928 t-probability value is taken from t-table. Hence, the manually calculated p-value is 0.418 ( after rounding up to three decimal place)
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