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If The Circle X^2 + Y^2 - 16x - 20y + 164 = R^2
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Equation Of A Common Tangent To The Circle Tangent To Circle,
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If The Normal To The Ellipse 3x^2 + 4y^2 = 12 At A Point P On It Is Parallel To The Line,
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If The Line X - 2y = 12 Is Tangent To The Ellipse
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In An Ellipse With Center At The Origin, If The Difference Of The Lengths Of Major Axis And Minor Axis
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Let S And S And Br The Foci Of An Ellipse And B Any One Of The Extremities Of Its Minor Axis.
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Let The Length Of The Latus Rectum Of An Ellipse With Its Mojor Axis Along X-axis And Center At The Origin,
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If Tangent Are Drawn To The Ellipse X^2 + 2y^2 = 2 At All Points On The Ellipse Other Than Its Four Vectors Then Mid Points Of The Tangent
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If 5x + 9 =0 Is The Directrix Of The Hyperbola
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If The Line Y = Mx + 7 Root 3 Is Normal To The Hyperbola
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If The Eccentricity Of The Standard Hyperbola Passing Through The Point (4, 6) Is 2, Then The Equation Of The Tangent Of The Hyperbola
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If A Hyperbola Has Length Of Its Conjunction Axis Equal To 5 And The Distance Between Its Fici Is 13,
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Then S Represents,
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The Equation Of A Tangent To The Hyperbola
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Let 0 < Theta < Pie / 2. If The Eccentricity Of The Hyperbola
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The Distance Of Point Having Position Vector
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If A Unit Vector A Makes Pie /3 With I Pie /4 With J And
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Let A = 3i + 2j + Xk And B = I - J +k , For Some Real X. Th Then
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The Magnitude Of The Projection Of The Vector
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