Question
You collect the data and find the following frequencies: The Observed Frequencies: Perceived Masculinity By Facial Contrast for 120 Faces Facial Contrast Perceived Masculinity High
You collect the data and find the following frequencies:The Observed Frequencies: Perceived Masculinity By Facial Contrast for 120 Faces
Facial Contrast
Perceived Masculinity | High Contrast | Low Contrast | Totals |
Low Masculinity | 45 | 21 | 66 |
High Masculinity | 19 | 35 | 54 |
Total | 64 | 56 | 120 |
Look at the observed results and compare them to the expected results. For example, focus on the cell for high masculinity and low contrast. For the cell for high masculinity and low contrast, the observed frequency is (less than, equal to, greater than?) the expected frequency.
If the null hypothesis is true and the variables are independent, then there should be (little, a large?) difference between the expected and observed frequencies.
When there is a difference, the question becomes: Is this difference statistically significant? In the exercises that follow, you will learn how to calculate and use the chi square statistic to evaluate the significance of the difference.
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