Three Dimensional Geometry Most popular Questions.

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If The Line X-1/2 = Y+1/3 = Z-1/4 And

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If The Angle Between The Line X Y-1/2 = Z-3/a And The Plane X + 2y + 3z = 4 Is Cos ^-1

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Stament 1: The Point A (1, 0, 7) Is The Mirror Image Of The Point B

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A Line Ab In Three - Dimensional Space Makes Angle Angle 45 Degree

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Statement 1: The Point A (3, 1, 6) Is The Mirror Image Of The Point B

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The Projections Of A Vector On The Three Coordinate

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4 Years Ago

Let The Line X - 2/3 = Y - 1/-5 = Z +2/2 Lie In The Plane X + 3y -

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The Line Passing Through The Points (5, 1,a) And (3, B, 1) Crosse The Yz-plane

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If (2,3,5) Is One End Of A Diameter Of The Sphere

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If A Line Make An Angle Of Pie /4 With The Positive Directions Of The

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Let L Be The Line Of Intersection Of The Planes 2x + 3y+ Z = 1 And X + 3y + 2z = 2.

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The Image Of The Point (-1, 3, 4) In The Plane

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The Two Lines X = Ay + B, Z = Cy + D And X = A Y + B

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The Plane X + 2y = 4 Cuts The Spheres X^2 + Y^2 + Z^2 - X + Z - 2 = 0

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The Distance Between The Line R

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If The Plane 2ax - 3axy + 4az + 6 = 0 Passes Through The Midpoint Of The Line Joining The Centre The Spheres

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The Angle Between The Line 2x = 3y = -z And 6x = -y= -4z Is

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If The Angle Theta Between The Line

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The Intersection Of The Spheres X^2 + Y^2 + Z^2 + 7x - 2y - Z = 13

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If The Straight Line X = 1 + S, Y = - 3 - As ,z = 1 + As And

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A Line With Direction Cosines Proportional To

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The Distance Between Two Parallel Planes 2x +y + 2z=8

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A Line Make The Same Angle Theta With Each Of The X-and

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The Shortest Distance From The Plane 12x + 4y + 3z = 327 To The Sphere

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The Two Lines X = Ay + B,z = Cy + D And X = Ay + Bz = Cy

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The Two Lines X = Ay + B,z = Cy + D And X = Ay + Bz = Cy

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The Line X-2/1 = Y-3/1 = Z-4/-k And X-1/k = Y-1/2 = Z-5/1 Are Coplanar If

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The Radius Of The Circle In Which The Sphere

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A Tetrahedron Has Vertices At 0 (0, 0, 0,), A (1, 2, 1), B (2, 1, 3),

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The Direction Ratios (d.r.s) Of The Normal To The Plane Through

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If The Line X-1/2 = Y+1/3 = Z-1/4 And

If The Angle Between The Line X Y-1/2 = Z-3/a And The Plane X + 2y + 3z = 4 Is Cos ^-1

Stament 1: The Point A (1, 0, 7) Is The Mirror Image Of The Point B

A Line Ab In Three - Dimensional Space Makes Angle Angle 45 Degree

Statement 1: The Point A (3, 1, 6) Is The Mirror Image Of The Point B

The Projections Of A Vector On The Three Coordinate

Let The Line X - 2/3 = Y - 1/-5 = Z +2/2 Lie In The Plane X + 3y -

The Line Passing Through The Points (5, 1,a) And (3, B, 1) Crosse The Yz-plane

If (2,3,5) Is One End Of A Diameter Of The Sphere

If A Line Make An Angle Of Pie /4 With The Positive Directions Of The

Let L Be The Line Of Intersection Of The Planes 2x + 3y+ Z = 1 And X + 3y + 2z = 2.

The Image Of The Point (-1, 3, 4) In The Plane

The Two Lines X = Ay + B, Z = Cy + D And X = A Y + B

The Plane X + 2y = 4 Cuts The Spheres X^2 + Y^2 + Z^2 - X + Z - 2 = 0

The Distance Between The Line R

If The Plane 2ax - 3axy + 4az + 6 = 0 Passes Through The Midpoint Of The Line Joining The Centre The Spheres

The Angle Between The Line 2x = 3y = -z And 6x = -y= -4z Is

If The Angle Theta Between The Line

The Intersection Of The Spheres X^2 + Y^2 + Z^2 + 7x - 2y - Z = 13

If The Straight Line X = 1 + S, Y = - 3 - As ,z = 1 + As And

A Line With Direction Cosines Proportional To

The Distance Between Two Parallel Planes 2x +y + 2z=8

A Line Make The Same Angle Theta With Each Of The X-and

The Shortest Distance From The Plane 12x + 4y + 3z = 327 To The Sphere

The Two Lines X = Ay + B,z = Cy + D And X = Ay + Bz = Cy

The Two Lines X = Ay + B,z = Cy + D And X = Ay + Bz = Cy

The Line X-2/1 = Y-3/1 = Z-4/-k And X-1/k = Y-1/2 = Z-5/1 Are Coplanar If

The Radius Of The Circle In Which The Sphere

A Tetrahedron Has Vertices At 0 (0, 0, 0,), A (1, 2, 1), B (2, 1, 3),

The Direction Ratios (d.r.s) Of The Normal To The Plane Through

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