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Separate normal probability plots showed very substantial linear patterns.
a. Calculate a point estimate for the population correlation coefficient.
b. Carry out a test at significance level .01 to decide whether there is a linear relationship between the two velocities in the sampled population.
c. Would the conclusion of (b) have changed if you had tested appropriate hypotheses to decide whether there is a positive linear association in the population? What if a significance level of .05 rather than .01 had been used?
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