The following data represent the math SAT scores for a random sample of seniors from three different high schools.
School A |
School B |
School C |
---|---|---|
488 |
445 |
618 |
592 |
370 |
525 |
537 |
382 |
651 |
470 |
423 |
647 |
539 |
523 |
543 |
Using α=0.05, perform a hypothesis test to determine if the math median SAT score differs among these three high schools.
Hypotheses are:
H0: median SAT score are all same among these three high schools.
Ha: median SAT score differs among these three high schools.
Now enter data in SPSS as shown below:
Variable view:
Data View:
Click on Analyze->Non-Parametric Tests->Legacy->k Independent samples
Move SAT Score to Test Variable List.
Move School to Grouping Variable
Click on Define Range
Enter 1 as minimum and 3 as maximum
Check Median and click OK
The output is shown below
Since p-value = 0.031 < 0.05, reject null hypothesis. We can conclude that median SAT score differs among these three high schools.
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