Question

let ABC be a given isosceles triangle with AB=AC.Sides AB and C are extended upto E and F respectively such that BE.CF=AB^2.Prove that the line EF always passes rhrough a fixed point

Answer 1

draw it out

Answer 2

// EF passes through a fixed point

question stops there ? or u have eaten the rest of question :)

Answer 3

no question stops there only...

Answer 4

okie