Triangle ABC is a right angled triangle where angle C = 90degree. The external bisector BD of angle ABC meets AC produced at D. If AB = 17cm & BC = 8cm find AC & BD
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In △ABC,AE is the external bisector of ∠A meeting BC produced at E.
Let CE=x cm. Now, by the angle bisector theorem, we have
CE
BE
=
AC
AB
⇒
x
12+x
=
6
10
⇒3(12+x)=5x.
⇒x=18.
Hence, CE=18 cm.
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