In Fig., name the points which are: in the interior of `/_P Q R` (ii) in the exterior of `/_P Q Rdot` (iii) on `/_P Q Rdot`

In Fig., name the points which are: (i) in the interior of /_P Q R (ii) in the exterior of /_P Q Rdot (iii) on /_P Q Rdot

In Fig.list the points which are: in the interior /_P (ii) in the exterior of /_P and lie on /_P .

In Fig., list the points which are: (i) in the interior /_ P\ (ii) in the exterior of /_P\ a n d\ (iii) lie on /_Pdot

Mark the points in the figure which satisfy the below given conditions. i) P, Q are the interior of angle AOC but exterior of angle AOB . ii) R is the interior of angle AOB. iii) P is on angle AOB .

In Figure, P Q R is a triangle and S is any point in its interior, show that SQ+SR < PQ+PR. Given : S is any point in the interior of P Q R To Prove : S Q+S R < P Q+P R Construction: Produce Q S to meet P R in T

In Figure, P Q R is a triangle and S is any point in its interior, show that S Q+S R

Given that P(3,1),Q(6. 5), and R(x , y) are three points such that the angle P R Q is a right angle and the area of R Q P is 7, find the number of such points Rdot

Given that P(3,1),Q(6. 5), and R(x , y) are three points such that the angle P Q R is a right angle and the area of R Q P is 7, find the number of such points Rdot

The equation of aparabola is y^2=4xdotP(1,3) and Q(1,1) are two points in the x y-p l a n edot Then, for the parabola. (a)P and Q are exterior points. (b)P is an interior point while Q is an exterior point (c)P and Q are interior points. (d)P is an exterior point while Q is an interior point

The equation of aparabola is y^2=4xdotP(1,3) and Q(1,1) are two points in the x y-p l a n edot Then, for the parabola. (a) P and Q are exterior points. (b) P is an interior point while Q is an exterior point (c) P and Q are interior points. (d) P is an exterior point while Q is an interior point