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In The Adjoining Figure, An Isosceles Triangle ABC With AB = AC, Circumscribes A Circle
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From An External Point P, Tangents PA And PB Are Drawn To A Circle With Centre O. If CD Is The Tangent
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If AB And BC Are Two Tangents To A Circle With Centre O Such That Angle AOC = 120 Degree
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In The Given Figure, FG Is A Tangent To The Circle With Centre A. If Angle DCB = 15 Degree
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If O Is The Centre Of A Circle, PQ Is A Chord And The Tangent PR At P Makes An Angle
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If PQ Is A Tangent Drawn From A External Point P To A Circle With Centre O And QOR Is A Diameter
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PQ Is A Tangent Drawn From A Point P To A Circle With Centre O And QOR Is A Diameter
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(i) In The Given Figure, Find The Value Of X Degree
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In The Given Figure, PA Is A Tangent From An External Point P To A Circle With Centre O
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In The Given Figure, AT Is A Tangent To The Circle With Centre O Such That OT = 4 Cm
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If The Length Of A Tangent To A Circle From A Point Is 0.5 Cm And Distance Of A Point
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Draw A Circle Of Radius 3.5 Cm And Then Draw A Tangent To This Circle Making Angle Of 45 Degree
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Construct A Tangent To A Circle Of Radius 3 Cm From A Point On The Concentric Circle
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Construct A Pair Of Tangents To A Circle Whose Radius Is 6.5 Cm Are Inclined To Each
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Draw A Circle Of Radius 3.2 Cm And Take A Point P Outside It
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Draw A Circle Of Radius 3 Cm. Without Using The Centre Of Circle Draw A Tangent To The Circle
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Draw A Right Angled Triangle, In Which Sides (other Than Hypotenuse) Are Of Lengths 8
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