Question
Question: A(3, 4), B(0, 0) & C(3, 0) are vertices of DABC. If 'P' is a point inside DABC, such that d(P, BC) £...
A(3, 4), B(0, 0) & C(3, 0) are vertices of DABC. If 'P' is a point inside DABC, such that d(P, BC) £ min. {d (P, AB), d(P, AC)}. Then maximum of d(P, BC) is : (d(P,BC) represent distance between P and BC)
A
1
B
1/2
C
2
D
None of these
Answer
1
Explanation
Solution
The required point is point of intersection of internal angle bisectors
\ P(x, y) = Incentre of D.