Circle



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Contents

Tangent Theorem & Prcatice Set 3.1


Description: Tangent theorem states that a tangent to a circle is perpendicular to the radius at contact & Prcatice Set 3.1.


Problem Set Part - I & Practice 3.1 Part - II


Description: Solution of Problem Set Part - I & Practice 3.1 Part - II


Problem Set Part -II


Description: Solution of Problem Set Part -II


Problem Set Part -III


Description: Solution of Problem Set Part -III


Tangent Segment Theorem & Problem Set Part -IV


Description: Tangent Segment Theorem states that two tangent segments from a point to a circle are equal in length & Problem Set Part -IV.


Practice Set 3.1 Part - III


Description: Solution of Prcatice Set 3.1 Part - III


Converse of Tangent Theorem & Practice Set 3.2


Description: Converse of Tangent Theorem states that a line perpendicular to a radius is a tangent & Practice Set 3.2.


Practice Set 3.2 Part - II & Problem Set Part - V


Description: Solution of Practice Set 3.2 Part - II & Problem Set Part - V


Practice Set 3.2 Part - III


Description: Solution of Practice Set 3.2 Part - III


Problem Set Part - VI


Description: Solution of Problem Set Part - VI


Problem Set Part - VII & Practice Set 3.3


Description: Solution of Problem Set Part - VII & Practice Set 3.3


Corresponding Theorem (Arc & Chords)


Description: Corresponding Theorem states that equal chords in a circle subtend equal arcs and angles at the center.


Practice Set 3.3 Part - II & Practice Set 3.4


Description: Solution of Practice Set 3.3 Part - II & Practice Set 3.4


Problem Set Part - VII


Description: Solution of Problem Set Part - VII


Practice Set 3.4 Part - II & Problem Set Part - VII


Description: Solution of Practice Set 3.4 Part - II & Problem Set Part - VII


Practice Set 3.5 & Problem Set Part - VIII


Description: Solution of Practice Set 3.5 & Problem Set Part - VIII


Inscribed Angle Theorem


Description: Inscribed Angle Theorem states that an angle inscribed in a circle is half the central angle subtended by the same arc.


Practice Set 3.4 Part-III


Description: Solution of Practice Set 3.4 Part-III


Cyclic Quadrilateral & Practice Set 3.4 Part IV


Description: A cyclic quadrilateral is a four-sided figure with all vertices lying on the circumference of a circle.


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