Find the regression equation? XY 11 24 15 32 17 35 19 41 O A) ŷ= 2,06 +1,11x O B) ŷ= 11,238+1,309x OC) ý= 1,309 + 11,238x D) ŷ= 1,309 + 11,238x O E) ý= 1,11 + 2,06x

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Find the regression equation?
XY
11 24
15 32
10 -
17 35
19 41
O A) j= 2,06+ 1,11x
B) ý= 11,238 + 1,309x
C) ŷ= 1,309 + 11,238x
O D) ŷ= 1,309 + 11,238x
O E) ý= 1,11 +2,06x
Transcribed Image Text:Find the regression equation? XY 11 24 15 32 10 - 17 35 19 41 O A) j= 2,06+ 1,11x B) ý= 11,238 + 1,309x C) ŷ= 1,309 + 11,238x O D) ŷ= 1,309 + 11,238x O E) ý= 1,11 +2,06x
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Step 1

         When we want to estimate an impact of one variable on another variable at that time we use the simple regression analysis. There are two types of variables in simple regression response variable and predictor variable.If the predictor is linearly related to the response variable then the regression model is called as simple linear regression model.

         Following is the general form of a simple linear regression model:

                                        Y=β0+β1X+e

          Here, Y is the dependent (response) variable

                   X is the independent (predictor) variable

                   β0 is the intercept indicating Y value when the predictor is zero

                   β1 is the  coefficient of predictor.Which indicates the contribution of  independent variable in predicting the dependent variable.

                  e is the residual indicating the difference between the actual and fitted response value.

       

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