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If The Line X -2/3 = Y+1/2 = Z -1/-1 Intersects The Plane
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If The Plane 2x - Y + 2z + 3 =0 Has The Distance 1/2 And 2/3
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A Perpendicular Is Drawn From A Point On The Line
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If The Length Of Perpendicular From The Point (beta, 0, Beta)
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If Q (0, - 1, - 3) Is The Image Of The Point P In The Plane
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The Vector B And C Of A Triangle ABC Lie On The Line,
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If The Line X -1/ 2 = Y - 1/3 = Z - 2/4 Meets Joining The Points
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If A Point R (4, Y, Z) Lies On The Line Segment The Points
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The Length Of The Perpendicular From The Point
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If An Angle Between The Line
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The Perpendicular Distance From The Origin To The Plane
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The Direction Ratios Ratios Of Normalof The Plane Through The
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The Plane Containing The Line
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On Which Of The Following Lines Lise The Point Of
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The Plane Which Bisects The Line Segment Joining The Points
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Let A Be A Point On The Line
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The Equation Of The Plane Containing The Straight Line
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The Plane Though The Intersection Of The Planes
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The Equation Of The Line Passing Through
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If The Lines 1 - X / 3 = Y - 2 / 2a = Z - 3 / 2 And
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If The Lines 1 - X / 3 = Y - 2 / 2a = Z - 3 / 2 And
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