 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal.
నెల్లూరు: మనుబోలు మండలం బద్వేలు క్రాస్‌రోడ్డు దగ్గర కారు బోల్తా, ముగ్గురికి గాయాలు|కర్నూలు: 16 వ రోజు జగన్ ప్రజా సంకల్ప యాత్ర|రంగారెడ్డి: మైలార్‌దేవ్‌పల్లిలో కింగ్స్‌ కాలనీలో ముస్తఫా అనే వ్యక్తిపై దుండగుల కాల్పులు|కడప: జగన్ సీఎం అయితే తన ఆస్తులు పెరుగుతాయి..చంద్రబాబు సీఎంగా ఉంటే ప్రజల ఆస్తులు పెరుగుతాయి: మంత్రి సోమిరెడ్డి|సిరిసిల్ల: అన్ని గ్రామాల్లో కేసీఆర్ గ్రామీణ ప్రగతి ప్రాంగణాలు నిర్మిస్తాం: మంత్రి కేటీఆర్|హైదరాబాద్: బంజారాహిల్స్ పోలీస్‌ స్టేషన్‌లో యూసుఫ్‌గూడ కార్పొరేటర్ తమ్ముడిపై కేసు నమోదు|అమరావతి: చీఫ్‌విప్‌గా పల్లె రఘునాథరెడ్డి పేరు, శాసనమండలి చీఫ్‌ విప్‌గా పయ్యావుల కేశవ్‌ పేరు ఖరారు|అనంతపురం: జెట్ ఎయిర్‌వేస్‌లో ఉద్యోగాల పేరుతో మోసం, రూ.14 లక్షలు వసూలు చేసిన యువకుడు|ఢిల్లీ: సరి, బేసి విధానానికి ఎన్జీటీ గ్రీన్‌సిగ్నల్, కాలుష్యం పెరిగినప్పుడు అమలు చేసుకోవచ్చన్న ఎన్జీటీ|శ్రీకాకుళం: వైసీపీ ఎమ్మెల్యేల గొంతు నొక్కుతున్నారు.. నిరసనగా అసెంబ్లీని బహిష్కరించాం: వైసీపీ నేత ధర్మాన
Maths II B - 1 - Coordinate Geometry

1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal.

# Chapter : Maths II B - 1 - Coordinate Geometry

Remaining lessons :

 1.1. Circle - Equation of Circle - Standard Form - Center and Radius of a Circle with a given Line Segment as Diameter & Equation of Circle through Three Non Collinear Points - Parametric Equations of a Circle 1.1. Circle - Equation of Circle - Standard Form - Center and Radius of a Circle with a given Line Segment as Diameter & Equation of Circle through Three Non Collinear Points - Parametric Equations of a Circle 1.1. Circle - Equation of Circle - Standard Form - Center and Radius of a Circle with a given Line Segment as Diameter & Equation of Circle through Three Non Collinear Points - Parametric Equations of a Circle 1.1. Circle - Equation of Circle - Standard Form - Center and Radius of a Circle with a given Line Segment as Diameter & Equation of Circle through Three Non Collinear Points - Parametric Equations of a Circle 1.1. Circle - Equation of Circle - Standard Form - Center and Radius of a Circle with a given Line Segment as Diameter & Equation of Circle through Three Non Collinear Points - Parametric Equations of a Circle 1.2 Position of a Point in the Plane of a Circle – Power of a Point - Definition of Tangent - Length of Tangent 1.2 Position of a Point in the Plane of a Circle – Power of a Point - Definition of Tangent - Length of Tangent 1.2 Position of a Point in the Plane of a Circle – Power of a Point - Definition of Tangent - Length of Tangent 1.2 Position of a Point in the Plane of a Circle – Power of a Point - Definition of Tangent - Length of Tangent 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.3 Position of a Straight Line in the Plane of a Circle - Conditions for a Line to be Tangent – Chord Joining Two Points on a Circle – Equation of the Tangent at a Point on the Circle - Point of Contact - Equation of Normal. 1.4 Chord of Contact - Pole and Polar - Conjugate Points and Conjugate Lines - Equation of Chord with given Middle Point 1.4 Chord of Contact - Pole and Polar - Conjugate Points and Conjugate Lines - Equation of Chord with given Middle Point 1.4 Chord of Contact - Pole and Polar - Conjugate Points and Conjugate Lines - Equation of Chord with given Middle Point 1.4 Chord of Contact - Pole and Polar - Conjugate Points and Conjugate Lines - Equation of Chord with given Middle Point 1.5 Relative Position of Two Circles - Circles Touching Each Other Externally, Internally; Common Tangents – Centers of Similitude - Equation of Pair of Tangents from an External Point 1.5 Relative Position of Two Circles - Circles Touching Each Other Externally, Internally; Common Tangents – Centers of Similitude - Equation of Pair of Tangents from an External Point 1.5 Relative Position of Two Circles - Circles Touching Each Other Externally, Internally; Common Tangents – Centers of Similitude - Equation of Pair of Tangents from an External Point 1.5 Relative Position of Two Circles - Circles Touching Each Other Externally, Internally; Common Tangents – Centers of Similitude - Equation of Pair of Tangents from an External Point 1.5 Relative Position of Two Circles - Circles Touching Each Other Externally, Internally; Common Tangents – Centers of Similitude - Equation of Pair of Tangents from an External Point