Question

ABCD IS A SQUARE AND CE IS EQUAL TO CF PROVE THAT AG IS THE BISECTOR OF ANGLE EAF.​

Answer 1

Answer:

given: abcd is a square,

ce is equal to cf

to prove: ag is the bisector of angle eaf

proof: CE =AF (given)

DE=BF ( E AND F IS THE MIDDLE POINT OF DC AND BC)

△AEF IS A TRIANGLE

IM SQUARE ALL THE SIDES ARE EQUAL THEN AE=AF=EF (EQUE TRIANGLE)

AG DIVIDES A TRIANGLE CONGRUENTLY

△AEG=△AGF

ANGLE AGF IS 90DEGREE

THEREFORE AG IS THE BISECTOR OF EAF

Step-by-step explanation:

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Answer 2

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