SOLUTION: Points D, E and F lie along the perimeter of ∆ABC such that line AD, BE and CF intersect at point G. If AF = 3, BF = BD = CD = 2, and AE = 5, then what is {{{(BG)/(EG)}}}? <pr

Algebra ->  Triangles -> SOLUTION: Points D, E and F lie along the perimeter of ∆ABC such that line AD, BE and CF intersect at point G. If AF = 3, BF = BD = CD = 2, and AE = 5, then what is {{{(BG)/(EG)}}}? <pr      Log On


   

Question 1195551: Points D, E and F lie along the perimeter of ∆ABC such that line AD, BE and CF intersect at point G. If AF = 3, BF = BD = CD = 2, and AE = 5, then what is %28BG%29%2F%28EG%29? 



Note: The image may not be proportional. 

Answer by lotusjayden(18) About Me  (Show Source): 

You can put this solution on YOUR website!
 The image is here:

  .