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SYLLABUS
Coordinate geometry
Chapter-1
circle 1.1 Equation of a circle, standard form, centre and radius 1.2 Position of a point in the plane of a circle, Definition of a tangent 1.3 Position of a straight line in the plane of a circle, Condition for a line to be tangent 1.4 Chord of contact and polar 1.5 Relative Positions of two circles
Chapter-2
system of circles 2.1 Angle between two intersecting circles 2.2 Radical axis of two circles
Chapter-3
parabola 3.1 Conic Sections 3.2 Equation of tangent and normal at a point on the parabola
Chapter-4
ellipse 4.1 Equation of ellipse in standard form, Parametric equations 4.2 Equation of tangent and normal at a point on the ellipse
Chapter-5
hyperbola 5.1 Equation of hyperbola in standard form, Parametric equations 5.2 Equation of Tangent and Normal at a point on the hyperbola Calculus
Chapter-6
integration 6.1 Integration as the inverse process of differentiation, standard forms and properties of integrals 6.2 Method of substitution-Integration of algebraic, exponential, logarithmic, trigonometric and inverse trigonometric functions- Integration by parts 6.2(A) Integration by the method of substitution-Integration of algebraic and trigonometric functions 6.2(B) Integration by parts - Integration of exponential,logarithmic and inverse trigonometric functions 6.3 Integration-Partial fractions method 6.4 Reduction formulae
Chapter-7
Definite integrals 7.1 Definite Integral as the limit of sum 7.2 Interpretation of definite integral as an area 7.3 The Fundamental Theorem of Integral Calculus 7.4 Properties 7.5 Reduction Formulae 7.6 Applications of definite integral to areas
Chapter-8
differential equations 8.1 Formation of differential equations-Degree and order of an ordinary differential equation 8.2 Solving Differential Equations 8.2(a) Variables separable method 8.2(b) Homogeneous Differential Equation 8.2(c) Non-Homogeneous Differential Equations 8.2(d) Linear Differential Equations.
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CategoriesGeneral Mathematics
Format EPUB
TypeeBook