A data set with 7 observations yielded the following.Use the simple linear regression model where y is the dependent variable and x is the independent variable. $\sum x$ = 21.57 $\sum X ^ { 2 }$ = 68.31 $\sum Y ^ { 2 }$ = 188.9 $\sum Y ^ { 2 }$ = 5,140.23 $\sum X Y$ = 590.83
SSE = 1.06
-Find the rejection point for the t statistic ( $\alpha$
= .05).Test H₀:b1? 0 vs.Ha:b1> 0.
t = 13.993,reject H₀

Question

A data set with 7 observations yielded the following.Use the simple linear regression model where y is the dependent variable and x is the independent variable.

\sum x

= 21.57

\sum X ^ { 2 }

= 68.31

\sum Y ^ { 2 }

= 188.9

\sum Y ^ { 2 }

= 5,140.23

\sum X Y

= 590.83
SSE = 1.06
-Find the rejection point for the t statistic (

\alpha

= .05).Test H₀:b1? 0 vs.Ha:b1> 0.
t = 13.993,reject H₀

Quizplus · Accepted Answer

The Answer of A data set with 7 observations yielded the following.Use the simple linear regression model where y is the dependent variable and x is the independent variable. $\sum x$ = 21.57 $\sum X ^ { 2 }$ = 68.31 $\sum Y ^ { 2 }$ = 188.9 $\sum Y ^ { 2 }$ = 5,140.23 $\sum X Y$ = 590.83 SSE = 1.06 -Find the rejection point for the t statistic ( $\alpha$ = .05).Test H₀:b1? 0 vs.Ha:b1> 0. t = 13.993,reject H₀

A Data Set with 7 Observations Yielded the Following ∑x\sum x∑x

A Data Set with 7 Observations Yielded the Following $\sum x$