Multiple Choice
A way to determine the number of people expected to be in any one cell of a chi-square contingency table is to
A) multiply the number of people for the cell's column by its row proportion,figuring its row proportion as the number of people for the cell's row divided by the total number of people.
B) divide the total number of people by the number of people in the cell and multiply this result by a row proportion,figuring its row proportion as the number of people for the cell's row divided by the total number of people.
C) multiply the number of people in the cell's row by the number of people in the cell's column.
D) divide the number of people in the cell's row by the number of people in the cell's column.
Correct Answer:
Verified
Correct Answer:
Verified
Q60: Chi-square distributions are _ skewed.
Q61: A school psychologist surveyed 75 students (both
Q62: In a chi-square test for independence,the null
Q63: A researcher wants to examine the relationship
Q64: A chart showing the frequencies in each
Q66: A clinical psychologist conducted a study in
Q67: based on the following scenario.<br>In a third
Q68: In a study with 100 participants,an analysis
Q69: When discussing the pattern in a contingency
Q70: √(χ<sup>2</sup>/N)is the formula for<br>A)δ.<br>B)α.<br>C)φ.<br>D)μ.