Short Answer
Suppose you were interested in conducting a study examining how ratings of similarity between oneself and another person were related to how attracted one is to the other person.You conduct this study by giving participants a description of a person named "Sarah." Participants are asked to read the description and then rate on a scale from 1 to 10 how similar Sarah is to themselves.You also ask each participant to rate on a scale from 1 to 20 how likeable they think Sarah is.
X = rating of similarity of target to oneself
Y = rating of likability of the target ("Sarah")
62 people participate in your study,and you obtain the following data: = 6.00
SCP = 66
= 10.00
SSX = 40
SSY = 136
Calculate the y-intercept for the regression equation for the above data.
Correct Answer:

Verified
Correct Answer:
Verified
Q123: If you compute a negative Pearson r
Q124: What are outliers and how do they
Q125: Linear relationships can differ in terms of
Q126: The range of the correlation coefficient is
Q127: When two variables (X and Y)are strongly
Q129: The formula for computing the intercept is
Q130: The number in a correlation matrix where
Q131: What is the Pearson correlation coefficient?
Q132: There seems to be a negative correlation
Q133: Refer to the following data set.<br>Individual X