Curriculum
- 24 Sections
- 213 Lessons
- 52 Weeks
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- 1.Relations and Functions11
- 1.1Cartesian Product of Sets, Relation, Domain, Range, Inverse of Relation, Types of Relations34 Minutes
- 1.2Functions, Intervals39 Minutes
- 1.3Domain1 Minute
- 1.4Problem Based on finding Domain and Range39 Minutes
- 1.5Types of Real function31 Minutes
- 1.6Odd & Even Function, Composition of Function32 Minutes
- 1.7Revision – Functions and its Types38 Minutes
- 1.8Revision – Functions Types17 Minutes
- 1.9Revision – Sum Related to Relations4 Minutes
- 1.10Revision – Sums Related to Relations, Domain and Range22 Minutes
- 1.11Chapter Notes – Relations and Functions
- 2.Inverse Trigonometric Functions16
- 2.1Introduction to Inverse Trigonometry Function, Range, Domain, Question based on Principal Value37 Minutes
- 2.2Property -1 of Inverse trigo function28 Minutes
- 2.3Property -2 to 4 of Inverse trigo function48 Minutes
- 2.4Questions based on properties of Inverse trigo function19 Minutes
- 2.5Question based on useful substitution27 Minutes
- 2.6Numerical problems19 Minutes
- 2.7Numerical problems24 Minutes
- 2.8Numerical problems , introduction to Differentiation44 Minutes
- 2.9Revision – Introduction, Some Identities and Some Sums16 Minutes
- 2.10Revision – Some Sums Related to Trigonometry Identities, trigonometry Functions Table and Its Quadrants35 Minutes
- 2.11Revision – Trigonometrical Identities-Some important relations and Its related Sums16 Minutes
- 2.12Revision – Sums Related to Trigonometrical Identities18 Minutes
- 2.13Revision – Some Trigonometric Identities and its related Sums42 Minutes
- 2.14Revision – Trigonometry Equations44 Minutes
- 2.15Revision – Sum Based on Trigonometry Equations8 Minutes
- 2.16Chapter Notes – Inverse Trigonometric Functions
- 3.Matrices9
- 3.1What is matrix26 Minutes
- 3.2Types of matrix28 Minutes
- 3.3Operations of matrices28 Minutes
- 3.4Multiplication of matrices29 Minutes
- 3.5Properties of a matrices44 Minutes
- 3.6Numerical problems19 Minutes
- 3.7Solution of simultaneous linear equation28 Minutes
- 3.8Solution of simultaneous / Homogenous linear equation24 Minutes
- 3.9Chapter Notes – Matrices
- 4.Determinants6
- 5.Continuity7
- 6.Differentiation14
- 6.1Introduction to Differentiation27 Minutes
- 6.2Important formula’s29 Minutes
- 6.3Numerical problems29 Minutes
- 6.4Numerical problems31 Minutes
- 6.5Differentiation by using trigonometric substitution21 Minutes
- 6.6Differentiation of implicit function21 Minutes
- 6.7Differentiation of logarthmetic function31 Minutes
- 6.8Differentiation of log function25 Minutes
- 6.9Infinite series & parametric function26 Minutes
- 6.10Infinite series & parametric function27 Minutes
- 6.11Higher order derivatives27 Minutes
- 6.12Differentiation of function of a function16 Minutes
- 6.13Numerical problems27 Minutes
- 6.14Numerical problems4 Minutes
- 7.Mean Value Theorem4
- 8.Applications of Derivatives6
- 9.Increasing and Decreasing Function5
- 10.Tangents and Normal3
- 11.Maxima and Minima10
- 11.1Introduction28 Minutes
- 11.2Local maxima & Local Minima27 Minutes
- 11.3Numerical Problems37 Minutes
- 11.4Maximum & minimum value in closed interval19 Minutes
- 11.5Application of Maxima & Minima10 Minutes
- 11.6Application of Maxima & Minima14 Minutes
- 11.7Numerical Problems17 Minutes
- 11.8Numerical Problems18 Minutes
- 11.9Numerical Problems15 Minutes
- 11.10Numerical Problems14 Minutes
- 12.Integrations19
- 12.1Introduction to Indefinite Integration37 Minutes
- 12.2Integration by substitution25 Minutes
- 12.3Numerical problems on Substitution39 Minutes
- 12.4Numerical problems on Substitution4 Minutes
- 12.5Integration various types of particular function (Identities)31 Minutes
- 12.6Integration by parts-118 Minutes
- 12.7Integration by parts-210 Minutes
- 12.8Integration by parts-216 Minutes
- 12.9Integration by parts-28 Minutes
- 12.10ILATE Rule12 Minutes
- 12.11Integration of some special function7 Minutes
- 12.12Integration of some special function6 Minutes
- 12.13Integration by substitution using trigonometric14 Minutes
- 12.14Evaluation of some specific Integration12 Minutes
- 12.15Evaluation of some specific Integration29 Minutes
- 12.16Integration by partial fraction27 Minutes
- 12.17Integration of some special function11 Minutes
- 12.18Numerical Problems based on partial fraction20 Minutes
- 12.19Chapter Notes – Integrals
- 13.Definite Integrals11
- 13.1Introduction24 Minutes
- 13.2Properties of Definite Integration19 Minutes
- 13.3Numerical problem based on properties22 Minutes
- 13.4Area under the curve16 Minutes
- 13.5Area under the curve (Ellipse)20 Minutes
- 13.6Area under the curve (Parabola)10 Minutes
- 13.7Area under the curve (Parabola & Circle)40 Minutes
- 13.8Area bounded by lines10 Minutes
- 13.9Numerical problems25 Minutes
- 13.10Area under the curve (Circle )2 Minutes
- 13.11Chapter Notes – Application of Integrals
- 14.Differential Equations6
- 15.Vectors12
- 15.1Introduction , Basic concepts , types of vector34 Minutes
- 15.2Position vector, distance between two points, section formula44 Minutes
- 15.3Numerical problem2 Minutes
- 15.4collinearity of points and coplanarity of vector34 Minutes
- 15.5Direction cosine18 Minutes
- 15.6Projection , Dot product, Cauchy- Schwarz inequality24 Minutes
- 15.7Numerical problem (dot product)20 Minutes
- 15.8Vector (Cross) product , Lagrange’s Identity15 Minutes
- 15.9Numerical problem (cross product)38 Minutes
- 15.10Numerical problem (cross product)6 Minutes
- 15.11Numerical problem (cross product)22 Minutes
- 15.12Chapter Notes – Vectors
- 16.Three Dimensional Geometry7
- 16.1Introduction to 3D, axis in 3D, plane in 3D, Distance between two points32 Minutes
- 16.2Numerical problems , section formula , centroid of a triangle35 Minutes
- 16.3projection , angle between two lines40 Minutes
- 16.4Numerical Problem based on Direction ratio & cosine2 Minutes
- 16.5locus of any point15 Minutes
- 16.6Numerical Problem based on locus16 Minutes
- 16.7Chapter Notes – Three Dimensional Geometry
- 17.Direction Cosine2
- 18.Plane3
- 19.Straight Lines22
- 19.1Introduction to straight line , symmetric form , Angle between the lines27 Minutes
- 19.2Numerical Problem18 Minutes
- 19.3Angle between two lines32 Minutes
- 19.4Unsymmetric form of Line26 Minutes
- 19.5Numerical problem , perpendicular distance of a point from a line22 Minutes
- 19.6Numerical Problem21 Minutes
- 19.7Numerical problem , Condition for a line lie on a plane26 Minutes
- 19.8Revision – Introduction, Equation of Line, Slope or Gradient of a line24 Minutes
- 19.9Revision – Sums Related to Finding the Slope, Angle Between two Lines22 Minutes
- 19.10Revision – Cases for Angle B/w two Lines, Different forms of Line Equation23 Minutes
- 19.11Revision – Sums Related Finding the Equation of Line27 Minutes
- 19.12Revision – Sums based on Previous Concepts of Straight line32 Minutes
- 19.13Revision – Parametric Form of a Straight Line16 Minutes
- 19.14Revision – Sums Related to Parametric Form of a Straight Line17 Minutes
- 19.15Revision – Sums Based on Concurrent of lines, Angle b/w Two Lines45 Minutes
- 19.16Revision – Different condition for Angle b/w two lines4 Minutes
- 19.17Revision – Sums Based on Angle b/w Two Lines36 Minutes
- 19.18Revision – Equation of Straight line Passes Through a Point and Make an Angle with Another Line9 Minutes
- 19.19Revision – Sums Based on Equation of Straight line Passes Through a Point and Make an Angle with Another Line15 Minutes
- 19.20Revision – Sums Based on Equation of Straight line Passes Through a Point and Make an Angle with Another Line17 Minutes
- 19.21Revision – Finding the Distance of a point from the line35 Minutes
- 19.22Revision – Sum Based on Finding the Distance of a point from the line and B/w Two Parallel Lines33 Minutes
- 20.Straight Lines (Vector)4
- 21.Linear Programming5
- 22.Probability23
- 22.1Introduction to probability41 Minutes
- 22.2Types of events42 Minutes
- 22.3Numerical problems30 Minutes
- 22.4Conditional probability12 Minutes
- 22.5Numerical problems9 Minutes
- 22.6Numerical problems (conditional Probability)4 Minutes
- 22.7Numerical problems (conditional Probability)6 Minutes
- 22.8Numerical problems (conditional Probability)5 Minutes
- 22.9Numerical problems (conditional Probability)6 Minutes
- 22.10Bayes’ Theorem17 Minutes
- 22.11Numerical problem ( conditional Probability)4 Minutes
- 22.12Numerical problem ( Baye’s Theorem)19 Minutes
- 22.13Numerical problem ( Baye’s Theorem)18 Minutes
- 22.14Numerical problem ( Baye’s Theorem)10 Minutes
- 22.15Mean and Variance of a random variable9 Minutes
- 22.16Mean and Variance of a random variable9 Minutes
- 22.17Mean and Variance of a random variable8 Minutes
- 22.18Mean and Variance of a discrete random variable7 Minutes
- 22.19Numerical problem18 Minutes
- 22.20Bernoulli’s Trials & Binomial Distribution11 Minutes
- 22.21Numerical problem12 Minutes
- 22.22Mean and Variance of Binomial Distribution5 Minutes
- 22.23Chapter Notes – Probability
- 23.Limits4
- 24.Partial Fractions4