Ch 6 Maths Class 12 Solutions

• Important ch 6 maths class 12 important questions for Intermediate part-II students.
• Cone: A solid figure generated by a straight line passing through a fixed point and revolving about a fixed line is called come.
• Axis of Cone: The fixed line passing through vertex and perpendicular to the centre of base is called axis of cone.
• Apex: The fixed point of cone is called vertex or apex of come.
• Important ch 6 maths class 12 for Intermediate part-II students.
• Napes of come: The come has two parts called napes. The part above the vertex is upper nape. The part below the vertex is lower nape.
• Types of Cone: Cones are named according to shape of their base. If the base of come is circle, then it is called circular cone. If the base of cone is ellipse, then it. is called elliptic cone. ", A cone having its axis perpendicular circular base is called Right Circular Corie.
• Important class 12 maths ch 6 for Intermediate part-II students.
• Conic Section: Some standard conic sections are: Circle, Ellipse Parabola and Hyperbola. We first study the properties of a circle. Other comics will be taken up later.
• Important class 12 maths ch 6 ex 6.1 for Intermediate part-II students.
• Circle: A set of all points in a plane which are equidistant from a fixed point is called circle. The fixed point is called centre and fixed distance is called radius of the circle.
• Important class 12 maths ch 6 ex 6.2 for Intermediate part-II students.
• Point Circle: If the plane passes through vertex of cone, the intersection is a single point or point circle or if r=0.
• Definition of Napps.
• Equation of a Circle and Equation of Circle in Standard Form.
• Important class 12 maths ch 6 ex 6.3 for Intermediate part-II students.
• General Form of an Equation of a Circle with the formula of Centre and Radius.
• The equation of circles is determined by given conditions.
• A circle passes through the three non-collinear points.
• Note: Simultaneous solution set of two equations of second degree consists of four points. Thus two conics will always intersect in four points. These points may be real and distinct, two real and two imaginary, or all imaginary. Two or more Points may also coincide.Two conics are said to be touch each other if they intersect two or more coincident points.
• Important ex 6.1 class 12 maths solutions for Intermediate part-II students.
• Complete Solutions of the exercise 6.1,6.2,6.3,6.4,6.5,6.5, 6.6 of Chapter Number 6: Conic Sections.
• What are Tangents Normals with the Equation of tangent and equation of normal with examples?
• Important ex 6.2 class 12 maths solutions for Intermediate part-II students.
• Length of tangent to a circle (tangential distance).
•  Analytic Proofs of important properties of a circle.
• Important exercise 6.3 class 12 maths solutions for Intermediate part-II students.
• Equation of Parabola, Equation of  Ellipse, and Equation of Hyperbola.
• Graph of the Parabola, Graph of the Ellipse, and Graph of Hyperhola with Standard Summaries.
• Ellipse and its Elements and Standard form of an Ellipse.
• Important class 12 maths chapter 6 exercise 6.1 for Intermediate part-II students.
• Important class 12 maths exercise 6.1 for Intermediate part-II students.
• Important class 12 maths exercise 6.1 solutions for Intermediate part-II students.
• Important exercise 6.1 class 12 maths for Intermediate part-II students.