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(Solved): In the diagram below \( B E \) bisects \( \angle A E C, A B \equiv C D \equiv D G=2, A G=3 \) and ...



In the diagram below \( B E \) bisects \( \angle A E C, A B \equiv C D \equiv D G=2, A G=3 \) and \( D E=5 \).
Calculate each

In the diagram below \( B E \) bisects \( \angle A E C, A B \equiv C D \equiv D G=2, A G=3 \) and \( D E=5 \). Calculate each of the following: (enter your answers in as fractions) \( A E=\quad, B C=\quad, A F=\quad, E F=\quad E G / G B= \)


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Given, BE bisects ?AEC, AB=CD=DG=2, AG=3,andDE=5 We have to calculate that, AE=?, BC=?, AF=?, EF=?, EGGB=? From the given graph: BE bisects ?AEC=AEDE=
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