Question

Given are five observations for two variables, I and y. X1 1 2 3 4 5 Yi 4 7 8 12 14
4 7 8 12 14 a. Which of the following scatter diagrams accurately represents the data? +16 +12 05. 1 1 5.125...3,54 4,5 5 5,5
-95 9, 5,44, 53253335544355ད། 112 --95,19,5,༣ 1,5+2,5………… 3,544,5. 55,5 x
1954年至1.2.4.45.5.5 X 195...1095...1...15...25.3...35.4...45.5.55.4
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Answer #1

solution :

a)option 1 is right answer

b) It appears linear relationship between x and y

c) option A is right answer

Y-Dependent X - Independent - Regression Line - 2.5X +1.5)

d) X Values YValues -NM S M: Y-Dependent X-Independent - Regression Line û - 2.5X +1.5)X-MX Y- My (X-MX)2 (X-MXXY- My) SS: 10 SP: 25Sum of X = 15 Sum of Y = 45 Mean X= 3 Mean Y= 9 Sum of squares (55x) = 10 Sum of products (SP) = 25 Regression Equation = = bSum of X = 15 Sum of Y = 45 Mean X= 3 Mean Y= 9 Sum of squares (55x) = 10 Sum of products (SP) = 25 Regression Equation = = b

linear regression eqation Y^= 2.5X +1.5

e) the estimated pridicted value Y^=2.5*3+1.5=9

the pridicted value is 9

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