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.

1 answer below »

005_xonlpk-lkgzgx3u.jpg

Answered Same Day Dec 21, 2021

Solution

Robert answered on Dec 21 2021

118 Votes

As ∆ABC is equilateral, Since, BX is the angle bisector, so In ∆BXD, For ∆BXD and ∆ACD,
XBD = BXD = BDX = So, ∆BXD ~ ∆ACD. Hence, proved.
AC = 2cm...

SOLUTION.PDF

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.

Solution

Answer To This Question Is Available To Download

Related Questions & Answers

Submit New Assignment