In ∆ABC, AD is the bisector of <A If AB = 5.6 cm AC = 6 cm and DC =3 cm find Bc
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These satisfy the requirements of angle bisector theorem. Then, by the theorem, we have:
ABBD=ACDCABBD=ACDC
⇒DC=AC∗BDAB=5∗36=2.5cm⇒DC=AC∗BDAB=5∗36=2.5cm
Happy math!!
ABBD=ACDCABBD=ACDC
⇒DC=AC∗BDAB=5∗36=2.5cm⇒DC=AC∗BDAB=5∗36=2.5cm
Happy math!!
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