SOLUTION: need to know how to solve the equation for least square regression line y-hat = b0+b1X b1= [Exiyi - [(Exi*Eyi)/n]] / [E(xi^2) - [(Exi)^2]/n] bo = y-bar - b1(x-bar)

Algebra ->  Probability-and-statistics -> SOLUTION: need to know how to solve the equation for least square regression line y-hat = b0+b1X b1= [Exiyi - [(Exi*Eyi)/n]] / [E(xi^2) - [(Exi)^2]/n] bo = y-bar - b1(x-bar)       Log On


   



Question 138846: need to know how to solve the equation for least square regression line
y-hat = b0+b1X
b1= [Exiyi - [(Exi*Eyi)/n]] / [E(xi^2) - [(Exi)^2]/n]
bo = y-bar - b1(x-bar)

Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
b1= [Exiyi - [(Exi*Eyi)/n]] / [E(xi^2) - [(Exi)^2]/n]
bo = y-bar - b1(x-bar)
===============================
Cheers,
Stan H.