experiment, some subjects from each group had dropped out and the following data were obtained: Control Group Experimental Group nc = 38 nE = 34 X-barc = 75 Sc= 14.5 SE X-barE = 80 = 16.2 a) Test the research hypothesis that the sample means are significantly different from one another (a ≤.05). b) If X-barc is still equal to 75, and both groups' sample sizes and standard deviations remain unchanged, at least how high would X-bare have to be to be considered significantly higher than X-barc (a ≤.05)? c) Suppose both groups' means and standard deviations are unchanged but nc is now 12 and nE is 8. Is X-barE significantly higher than X-barc (a ≤.05)?

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Answers: 3a) Z = -1.374, do not reject Ho: no evidence that the means differ significantly from each other b) 81, c) t = .72, do not reject Ho: no evidence that the experimental mean is significantly higher than the control mean
3. In a psychology experiment, 80 subjects were randomly assigned to either a control or an experimental group. After
the experiment, some subjects from each group had dropped out and the following data were obtained:
Control Group
Experimental Group
nc = 38
nE = 34
X-barc = 75
Sc = 14.5
SE=
=
X-barE = 80
16.2
a) Test the research hypothesis that the sample means are significantly different from one another (a ≤ .05).
b) If X-barc is still equal to 75, and both groups' sample sizes and standard deviations remain unchanged, at least
how high would X-bare have to be to be considered significantly higher than X-barc (a ≤.05)?
c) Suppose both groups' means and standard deviations are unchanged but nc is now 12 and ne is 8. Is X-barE
significantly higher than X-barċ (a ≤.05)?
Transcribed Image Text:3. In a psychology experiment, 80 subjects were randomly assigned to either a control or an experimental group. After the experiment, some subjects from each group had dropped out and the following data were obtained: Control Group Experimental Group nc = 38 nE = 34 X-barc = 75 Sc = 14.5 SE= = X-barE = 80 16.2 a) Test the research hypothesis that the sample means are significantly different from one another (a ≤ .05). b) If X-barc is still equal to 75, and both groups' sample sizes and standard deviations remain unchanged, at least how high would X-bare have to be to be considered significantly higher than X-barc (a ≤.05)? c) Suppose both groups' means and standard deviations are unchanged but nc is now 12 and ne is 8. Is X-barE significantly higher than X-barċ (a ≤.05)?
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