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Comparing Means: Independent-samples t-test Lesson 13 Population APopulation B Sample 1Sample 2 OR
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Independent-samples t test n Select 2 independent samples l are they from same population? n Experiment l Select 2 samples l Each gets 1 level of independent variable n H 0 : there is no difference l samples from same population n H 1 : there is a difference l Samples from different populations ~
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t test: Independent-Samples n Same basic structure as single sample n Independent samples n Sample statistic: [df = N 1 + N 2 - 2]
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Estimated Standard Error n Standard error of difference between 2 sample means l s 2 p = pooled variance ~
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Pooled Variance (s 2 p ) n Average of 2 sample variances l weighted average if N 1 N 2
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Assumptions: Independent-samples t test 1. Samples are independent 2. Samples come from normal populations 3. Assume equal variance 2 1 = 2 2 u does not require s 2 1 = s 2 2 l Homogeneity of variance n t test is robust u violation of assumptions u Little effect on p(rejecting H 0 ) ~
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Example : Independent-samples n Does exercising longer have greater health benefits? n Participants (N=14) l Randomly assigned to 2 groups l N=7 per group n Manipulation (IV) l Group 1 exercised 2 hrs/week l Group 2 exercised 5 hrs/week n Outcome (DV): Health rating ~
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SPSS Independent -Sample T Test n Data entry l 2 columns l 1 for IV, 1 for DV n Menu l Analyze l Compare Means l Independent-Sample T Test n Dialog box l Test Variable(s) (DV) l Options (to change confidence intervals) ~
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