Hypothetical Scenario:

Pretend you are researcher interested in evaluating the IQ of a class of "gifted" fifth-graders to see whether their mean IQ is significantly higher than the mean IQ of the general population. You administer a standardized IQ test to the "gifted" fifth-grade class and the data are provided in "Student IQ score" down below. Assume it is known that the IQ test you are using has a mean of 100 and a standard deviation of 15 when given to fifth-graders in general. It is also known that the test scores of fifth-graders in general are normally distributed.

pt 1

Use the data file with the raw scores(Student IQ score) into SPSS, use SPSS to find the mean of the raw scores, and conduct a one-sample Z test.

SPSS Analyses:

• Find the mean IQ score for the entire sample of fifth-graders in SPSS

pt 2

Summarize of your analyses from the perspective of being the researcher yourself and include the following:

• Explanation of what the study was about - as if you are the researcher conducting the study in the hypothetical scenario above, but you must use your own words to explain things. Don't just copy the paragraph I gave you, but make sure you are using the same basic scenario.
• Explanation of what the numbers in the raw data set represent
• Description of all of the procedures used to analyze the data
• Report of the outcome of your one sample Z test (report z-value, the p-value, and your decision (i.e., whether you decided to reject the null hypothesis or not), and your conclusion

Student IQ_Score 1 109 2 116 3 115 4 103 5 115 6 106 7 102 8 112 9 118 10 119 11 117 12 120 13 113 14 118 15 120 16 121 17 119 18 116 19 118 20 110 21 100 22 103 23 107 24 112 25 111 26 108 27 100 28 100 29 102 30 118