Below is data for two variables, X and Y. Answer the questions that follow.
X | Y | X-MX | Y-MY | (X-MX)2 | (Y-MY)2 | (X-MX)(Y-MY) |
0 | 4 | -3 | -1 | 9 | 1 | 3 |
2 | 3 | -1 | -2 | 1 | 4 | ___ |
4 | 7 | 1 | ___ | 1 | 4 | 2 |
6 | 6 | 3 | 1 | ___ | 1 | 3 |
MX = _____; MY = _____
MX = 5; MY = 4
MX = 3; MY = 5
MX = 4; MY = 4
MX = 12; MY = 20
What is the missing value under the Y-MY column?
4
-2
2
3
What is the missing value under the (X-MX)2 column?
3
-3
5
9
What is the missing value under the (X-MX)(Y-MY) column? (far right column)
-3
2
-2
3
SSX = _____; SSY = _____
SSX = 10; SSY = 10
SSX = 10; SSY = 20
SSX = 100; SSY = 400
SSX = 20; SSY = 10
SP = ____
20
100
12
10
r = ____
-.71
+.85
-.85
+.71
Positive or negative correlation?
Negative
Positive
Below is data for two variables, X and Y. Answer the questions that follow. X Y...
A researcher studied the relationship between the number of siblings (X) and intelligence (Y). The researcher reported the following results of calculations: ∑[(X –Mx) (Y –MY)] = 100; SDx = 20; SDY = 20; SSX = 100; SSY = 100. What is the value of the Pearson correlation coefficient?
A researcher studied the relationship between the number of siblings (X) and intelligence (Y). The researcher reported the following results of calculations: ∑[(X –Mx) (Y –MY)] = 100; SDx = 20; SDY = 20; SSX = 100; SSY = 100. What is the value of the Pearson correlation coefficient? Question 6 options: 0.25 0 1.00 0.50
Given the following data: SP = 100; SSX = 20; MY = 125; MX = 10 4 5 50 10 The y intercept, a = 100 75 50 25 Predict Ŷ given X = 4 200 50 95 75
If you were to develop a linear regression equation that uses autonomy at work to predict job satisfaction, what would be the Y-Intercept (a) of the regression equation? Use the slope (b) obtained from the previous question to answer this question. Autonomy Job satisfaction (Y) n 8 8 Mean My=4 My 7 Variability SSX-28 SSY - 156 SP-56 Pearson r.85 -10 1 2 pts Question 43 Correlation' is to 'regression' as significance to non significant 'samples are to populations relationship...
Case X Y 108 133 132 3 109 114 4 118 110 5 94 98 6 111 103 7 107 6 8 125 130 9 120 122 10 119 126 11 127 122 12 109 118 13 90 95 14 95 103 15 112 118 16 100 94 17 93 90 107 11 18 19 122 114 20 118 124 21 109 116 22 112 117 23 121 109 24 109 107 25 12 110 3 рoints их 3 рoints...
4. Scatter plots and calculating correlation Suppose you are given the following five pairs of scores: XY61926384110Create a scatter plot of these scores in the following diagram. For each of the five (X,Y) pairs, click on the plotting symbol (the black X) in the upper right corner of the tool, and drag it to the appropriate location on the grid. Based on your scatter plot, you would expect the correlation to be _______ .The mean X score is Mx = _______ , and...
Question 7 0.5 pts A set of n = 4 pairs of scores (X and Y values) has SSX-5, SSY-625, and SSXY-50. The coefficient of determination (R2) for these data is__.. (Round your answer to two decimal places.) Question 7 0.5 pts A set of n = 4 pairs of scores (X and Y values) has SSX-5, SSY-625, and SSXY-50. The coefficient of determination (R2) for these data is__.. (Round your answer to two decimal places.)
Sum of products sum of squares X Y (X – MX) (Y – MY) (X – MX) (Y – MY) (X – MX) 2 4 1 9 3 8 5 Sum of products= _____ ? Sum of Squares= ______ ? Mx=_____? My=_____?
1.) A researcher hypothesizes that people who spend more time surfing the internet will spend less time socializing in real life situations. He/she measures the relationship between internet use (X; hours per week) and social interaction (Y; hours per week) in a sample of n 10 students. The following table lists the hypothetical results of this study: Internet Use (X) Social Interaction (Y) (X-Mx) (X- MACY-My) (Y-My) 4 09 a 6 6 a 12 2 3 3 6 5 2...
1) 8 teachers recieved training (1,385, S51:100) and 8 teachers did not (M2: 80.5522 lay). (Test using a:0.5). (S(M-12)] c) 4 d)8 2) Data SP=100 SSX-20. My las, Mx = 10 a) slope (b) b) y-intercept c) predict y given X= 4 2 1 3) ANOVA result: [F (3, 16) = +2.24 p>0.05] Which option is correct? df = 3, n. 17; result not significant dfun ko 17; result not significant c) df an 3 do wn 16 kou; result...