ABC is an equilateral triangle. AD is perpendicular bisector of BC. BX is the angle bisector of angle ABC. Show that triangle BXD is similar to triangle ACD.

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ABC is an equilateral triangle. AD is perpendicular bisector of BC. BX is the angle bisector of angle ABC. Show that triangle BXD is similar to triangle ACD.

Answered Same DayDec 21, 2021

Answer To: ABC is an equilateral triangle. AD is perpendicular bisector of BC. BX is the angle bisector of...

Robert answered on Dec 21 2021
116 Votes
As ∆ABC is equilateral, Since, BX is the angle bisector, so = 60/2 = 30
In ∆BXD, For ∆BXD and ∆ACD,
So, ∆BXD ~ ∆ACD. Hence, proved.
AC = 2cm...
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