Question

Abc is an isosceles right triangle in which ab=ac. If e and for be the midpoint of ac and ab respectively prove the be= cf

Answer 1

Step-by-step explanation:

given: AB= AC ,BE = AE, CF= FA

TO PROVE : BE= CF

PROOF: AB = AC

BE+ AE= CF+ FA

BE+ BE = CF+ CF. ( BE= CF, CF= FA)

2 BE = 2 CF

SO, BE = CF

HENCE, PROVED