Answer: The correct answer is option D.
Explanation:
It is given that line CD is bisecting the side AB in triangle ABE
and AE = BE
Bisecting a line segment means that diving a line segment into two equal parts. So, when CD bisects side AB at point G it means that:
AG = BG
Hence, the correct answer is option D.
CD bisects AB at point G. If AE = BE, this equation must be true is D.AG = BG.
Bisector cuts something in 1/2 of. An attitude bisector is a line that cuts a given attitude in 1/2 of. The perpendicular bisector of a line phase is the road that cuts the given phase in 1/2 of and is at proper angles to it.It is for this reason that line CD is bisecting the facet AB in triangle ABE.
Bisecting a line phase method that diving a line phase into same parts. So, whilst CD bisects facet AB at factor G it method that:AG = BG.and AE = BG
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