121095 The point dividing the join of \((3,-2,1)\) and \((-2,3,11)\) in the ratio \(2: 3\) is

121096 A ray of light passing through the point \((1,2)\) reflects on the \(x\)-axis at point \(A\) and the reflected ray passes through the point \((5,3)\). The co-ordinate of \(A\) is

121097 If origin is the centroid of a triangle \(P Q R\) with vertices \(P(2 a, 2,6), \quad Q(-4,3 b,-10)\) and \(R(8,14,2 c)\), the value of \(a, b\) and \(c\) are respectively

121098 The foot of perpendicular from \((5,7,3)\) to the line joining the points \((9,13,15)\) and \((12,21\), 10) is .....

121099 If the foot of the perpendicular drawn from the origin to a plane is \((1,2,3)\), then a point on that plane is

121095 The point dividing the join of \((3,-2,1)\) and \((-2,3,11)\) in the ratio \(2: 3\) is

121096 A ray of light passing through the point \((1,2)\) reflects on the \(x\)-axis at point \(A\) and the reflected ray passes through the point \((5,3)\). The co-ordinate of \(A\) is

121097 If origin is the centroid of a triangle \(P Q R\) with vertices \(P(2 a, 2,6), \quad Q(-4,3 b,-10)\) and \(R(8,14,2 c)\), the value of \(a, b\) and \(c\) are respectively

121098 The foot of perpendicular from \((5,7,3)\) to the line joining the points \((9,13,15)\) and \((12,21\), 10) is .....

121099 If the foot of the perpendicular drawn from the origin to a plane is \((1,2,3)\), then a point on that plane is

121095 The point dividing the join of \((3,-2,1)\) and \((-2,3,11)\) in the ratio \(2: 3\) is

121096 A ray of light passing through the point \((1,2)\) reflects on the \(x\)-axis at point \(A\) and the reflected ray passes through the point \((5,3)\). The co-ordinate of \(A\) is

121097 If origin is the centroid of a triangle \(P Q R\) with vertices \(P(2 a, 2,6), \quad Q(-4,3 b,-10)\) and \(R(8,14,2 c)\), the value of \(a, b\) and \(c\) are respectively

121098 The foot of perpendicular from \((5,7,3)\) to the line joining the points \((9,13,15)\) and \((12,21\), 10) is .....

121099 If the foot of the perpendicular drawn from the origin to a plane is \((1,2,3)\), then a point on that plane is

121095 The point dividing the join of \((3,-2,1)\) and \((-2,3,11)\) in the ratio \(2: 3\) is

121096 A ray of light passing through the point \((1,2)\) reflects on the \(x\)-axis at point \(A\) and the reflected ray passes through the point \((5,3)\). The co-ordinate of \(A\) is

121097 If origin is the centroid of a triangle \(P Q R\) with vertices \(P(2 a, 2,6), \quad Q(-4,3 b,-10)\) and \(R(8,14,2 c)\), the value of \(a, b\) and \(c\) are respectively

121098 The foot of perpendicular from \((5,7,3)\) to the line joining the points \((9,13,15)\) and \((12,21\), 10) is .....

121099 If the foot of the perpendicular drawn from the origin to a plane is \((1,2,3)\), then a point on that plane is

121095 The point dividing the join of \((3,-2,1)\) and \((-2,3,11)\) in the ratio \(2: 3\) is

121096 A ray of light passing through the point \((1,2)\) reflects on the \(x\)-axis at point \(A\) and the reflected ray passes through the point \((5,3)\). The co-ordinate of \(A\) is

121097 If origin is the centroid of a triangle \(P Q R\) with vertices \(P(2 a, 2,6), \quad Q(-4,3 b,-10)\) and \(R(8,14,2 c)\), the value of \(a, b\) and \(c\) are respectively

121098 The foot of perpendicular from \((5,7,3)\) to the line joining the points \((9,13,15)\) and \((12,21\), 10) is .....

121099 If the foot of the perpendicular drawn from the origin to a plane is \((1,2,3)\), then a point on that plane is