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1. T-test: 2 Independent Samples Assuming Unequal Variances 2. T-Test: 2 Dependent Samples (Paired)Test 3. See Assignment Submission Form

1. T-test: 2 Independent Samples Assuming Unequal Variances 2. T-Test: 2 Dependent Samples (Paired)Test 3. See Assignment Submission Form

Directions:

1. T-test: 2 Independent Samples Assuming Unequal Variances

From the Class Survey Data File, using data from the 2 Independent Samplessheet —

 

 

First     Name!

Last Name!

Use the data set labeled with the first letter of your FIRSTname

A\Click on the DATA TAB and then selectDATA ANAYLSIS

B\Selectt-test: 2 Samples Assuming Unequal Variances

C\Inputs:

● Variable 1 Range: 1st Column of Data, including heading
● Variable 2 Range: 2d Column of Data, including heading

● Hypothesized Mean Difference: 0
● click onLabels

● Alpha : .10

● Output Range:click on New Worksheet ply

2. T-Test: 2 Dependent Samples (Paired)Test

From the Class Survey Data File, using data from the Paired Data Sample sheet —

Use the data set labeled with the first letter of your LASTname.

A\Click on the DATA TAB and then selectDATA ANAYLSIS

B\Select: t-Test: Paired Two Sample for Means

C\Inputs:Same as for above Test

3. See Assignment Submission Form

A & C\ State your Test Decision & Basis for the Decision: This isStep 5 of a hypothesis test and state
what values are you comparing to make your decision. Do not stateall the steps of a HT

B & D\ Interpretation\Analysis of Results: This is Step 6 of a HT – application of results to context.
● It is suggested you read the Survey Question (from the Survey Question sheet of the
Survey DataFile) for the response variable being tested.

● Whether you reject or fail to reject, the issue then becomes what is some plausible reason
orexplanation or interpretation for the outcome the test produced? 

● Responses should be concise, clear, and organized.
● You are not asked to state H0 and H1, but it will help you answer B & D. See next page.


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