The necessary calculation for test,
where x: Hours of study , y:GRE score,
r= correlation coefficient = sum(s3)/sqrt(sum(s1)*sum(s3)) =0.9527
and xbar=mean(x) , ybar=mean(y)
a) The independent variable is: Hour of study (x)
b) The dependent variable is : GRE score (y)
c) We want test,
Is there exist any positive linear relationship between hours of study and GRE score.
so we use t-test.
d) Test statistics,
t = (r* sqrt(n-2))/sqrt(1-r^2) = (0.9527*sqrt(8))/sqrt(1-0.9527^2) = 8.8659
P-value= P(t>8.8659) = 1.035e-05
Here p=pvalue< alpha=0.05, therefore we may conclude that the result is significant.
e) t(8)=8.8659 , p=1.035e-05
f)There was a significant positive linear relationship between hours of study and GRE score. correlation coefficient (r) =0.9527, t(8)=8.8659, p=1.035e-05
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