Question

∆ ABC is isosceles triangle in which AB =AC.E and F be the midpoints of AC and AB. Prove that BE =CF​

Answer 1

Answer:

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Answer 2

Answer:

AB = AC (Given)

E and F are mid points of AB and AC (Given)

AE= EB (E is midpoint)

AF = FC (F is midpoint)

AE = AF ( AB =AC)

Hence, EB = FC ( AB = AC)