(b)Consider the point A(2,-1,2) which in……..octant.

Consider the point (-1,-2,-3). In which octant ,the above point lies.

Consider the point A(2,-1,2)(i)Find the distance between origin and A.

Consider the point A(2,-1,2)(ii)B(3,4,5) is a point in first octant,find the ratio in which YZ plane divides AB.

Consider the points (1,3,4) &(-3,5,2). At which point that the above line cuts the plane 2x+y+z+3=0 .

Consider a point A (3,2,-1) in space.Write the octant in which A belongs to.

Consider the points A(2,-3,0) and B (-1,1,c) Find the distance between A and B

Consider the points A(1,2,-1), " " B(2,5,1), " " and " " C(0,-1,-3): Find oversetrarr(AB) " and " oversetrarr(AC)

Consider the point A(2,1,1) and B(4,2,3) . Find the angle made by vec(ab) with the positive direction of X-axis.

(a)Consider the points A(3,-2,4),B(1,1,1) and C(-1,4,-2).Using distance formula prove the points are collinear.

Consider the point A(2,1,1) and B(4,2,3) Find the vector vec(ab)