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A researcher has two samples of participants, and each sample experiences a different level of the...

  1. A researcher has two samples of participants, and each sample experiences a different level of the independent variable. Sample A has 8 participants and Sample B has 10 participants. The corrected variance for Sample A is 7.71 and the corrected variance for Sample B is 9.34.

  1. What is the pooled degrees of freedom between the 2 samples? (hint: you shouldn’t use the pooled variance equation).
  1. Find the pooled variance using the pooled variance equation.
  1. Convert the pooled variance to variance versions of standard error using the equation s2Mx=s2pooled/Nx for both Sample A and Sample B
  1. Add the two variance versions of standard errors together and square root the result to find the standard error.
  1. Using the total degrees of freedom, find the cutoff values for the two-tailed test at an alpha level of 0.05.
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