Question

medians BE and CF of triangle ABC are equal. prove that triangle is an isosceles​

Answer 1

Answer:

Lets take the triangle BCF and triangle EBC

FC = EB

Angle ECB = Angle FBC

BC is the common side

So triangle ECB and triangle FBC are congruent

FB = EC

And AF = AE

SO FB +AF = EC+ AE

AB = AC ( PROVED)

Answer 2

Lets take the triangle BCF and triangle EBC

FC = EB

Angle ECB = Angle FBC

BC is the common side

So triangle ECB and triangle FBC are congruent

FB = EC

And AF = AE

SO FB +AF = EC+ AE

AB = AC ( PROVED)

Follow me ✌✌✌❤❤❤