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As Aa a e-tailed hypothe sis test fo d-m design Acognitive psychologist is interested in whether increasing reading speed improves com prehension. He has students plete a reading com an task before and ater asix-week speed reading course. In the beginning of the study, a randomly selected gmupof B1 students soared an average of 102 points on the reading comm prehension task. Since the sam ple size is larger than 30, the cognitive psrchologist can assume that the pling disribution of HDis normal. He plans to use a The cognitive psychologi identifies the null and altemative Ho: Ho HD use the Distributions tool to find the critical regants) for The critical t-store, which is the value for t-sores that separates the tais from the main body of the dstribution and forms the critical reglands, is nt: Remember to setthe deg rees of freedom on the tool and to consider whether this is acne-taled or two-stalled test. After the speed reading course, the students sored an average of 4 points higher than before they beganthe speed reading course. The standard dewiation of the difference sores was s Tocalouate the t statistic, you must first calculatethe stimated standardemor. Theestimated standard emor is Note: Far best results, retain at lesst4dedmal places from yaurcalouation of the estimated standard emor for use incalculating thet statistic) Calculate the t statistc The tstatistc is use the tool to evaluate the mulhypothess The t statistic inthe critical reglan for a one-taled hypothesis test Therefore, the null hypothess The cognitive psychologist conclude that inomasing reading speed improves com

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State the hypotheses. Null hypothesis: That is there is no evidence that increasing reading speed improves comprehension Alte

Find the critical value. The degrees of freedom is n-1 81-1 -80 Thus, the critical value with 80 degrees of freedom and 0.05

MINITAB output Paired T-Test and CI N Mean StDev SE Mean Difference 81 4.00 22.00 2.44 95% lower bound for mean difference: -

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