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in triangle abc if angle b = 35° angle c = 65° and the bisector of angle bac meets inp arrange ap bp and cp descending order

Posted by Krupal Sonkusare 5 years, 3 months ago

CBSE > Class 09 > Mathematics

1 answers

Gaurav Seth 5 years, 2 months ago

It is given that

∠B = 35°

∠C = 65°

AP is the bisector of ∠CAB

We have to arrange AP, BPand CP in descending order.

In ΔACP we have

∠ACP = 65°

∠CAP = 40°(As AP is the bisector of ∠CAB

So AP > CP (Sides in front or greater angle will be greater) ........(1)

In ΔABP we have

∠BAP = 40°(As AP is the bisector of ∠CAB)

Since,

∠BAP >∠ABP

So BP > AP ..........(2)

Hence

From (1) & (2) we have

BP > AP > CP

0Thank You

ANSWER

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