A simple linear regression analysis based on 12 observations yielded the following results: $\hat { y }$
= 34.2895 - 1.2024x,r² = 0.6744, $s _ { b _ { 1 } }$
= 0) 2934.
What is the t-statistic for testing whether or not there is a linear relationship between the independent and dependent variables?

Question

A simple linear regression analysis based on 12 observations yielded the following results:

\hat { y }

= 34.2895 - 1.2024x,r² = 0.6744,

s _ { b _ { 1 } }

= 0) 2934.
What is the t-statistic for testing whether or not there is a linear relationship between the independent and dependent variables?

Quizplus · Accepted Answer

The Answer of A simple linear regression analysis based on 12 observations yielded the following results: $\hat { y }$ = 34.2895 - 1.2024x,r² = 0.6744, $s _ { b _ { 1 } }$ = 0)2934. What is the t-statistic for testing whether or not there is a linear relationship between the independent and dependent variables? A)4.90 B)1.81 C)-2.93 D)1.20 E)-4.10

A Simple Linear Regression Analysis Based on 12 Observations Yielded y^\hat { y }y^​

A Simple Linear Regression Analysis Based on 12 Observations Yielded $\hat { y }$