If `P` is a point on the altitude AD of the triangle ABC such the `/_C B P=B/3,` then AP is equal to `2asinC/3` (b) `2bsinC/3` `2csinB/3` (d) `2csinC/3`

If P is a point on the altitude AD of the triangle ABC such the /_C B P=B/3, then AP is equal to 2asinC/3 (b) 2bsinC/3 (c) 2csinB/3 (d) 2csinC/3

If P is a point on the altitude AD of the triangle ABC such the /_C B P=B/3, then AP is equal to 2asinC/3 (b) 2bsinC/3 (c) 2csinB/3 (d) 2csinC/3

If P is a point on the altitude AD of the triangle ABC such that angleCBP=B/3, then APis

If P is a point on the altitude AD of the Delta ABC such that angle CBP=B/3, then AP is equal to

If P is a point on the altitude AD of the triangle ABC such the /_CBP=(B)/(3), then AP is equal to 2a sin(C)/(3)( b) 2b sin(C)/(3)2c sin(B)/(3)(d)2c sin(C)/(3)

If P is a point on the altitude AD of the Delta ABC, such that angle CBP =B/3, then find the value of AP.

P is a point on the altitude of !ABC such that angleCBP = B/3 ,then A.P.is equal to

In triangle ABC, a=2, b=3 and sinA=(2)/(3) ,then B is equal to