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Class 12th Mathematics Cengage Book – Full Video Course

Deependra Umath

This Course Covers The Following:

  • CBSE Syllabus Based Topic Wise Explanation
  • Syllabus Overview of the Subject
  • Chapter wise Summary
  • Complete Solutions
  • Full Chapter Videos
  • One Shot Revision
  • MCQs

This course covers the complete CBSE course-based syllabus with all chapters of Class 12th Mathematics which has been taught topic-wise. This also covers the concepts useful for competitive exams such as IIT/JEE/NEET etc.

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Chapter - Relations and Functions (Calculus) 62 Lectures
  • Real Number System and InequalitiesReal Number System and Inequalities
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    1:34:31 Duration
  • Inequalities (Part 1)Inequalities (Part 1)
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    55:37 Duration
  • Inequalities (Part 2)Inequalities (Part 2)
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    52:27 Duration
  • Inequalities (Part 3)Inequalities (Part 3)
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    58:26 Duration
  • Inequalities (Part 4)Inequalities (Part 4)
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    56:27 Duration
  • 57 More Lessons
Chapter - Limits (Calculus) 25 Lectures
  • Limit of a Function (Part 1)Limit of a Function (Part 1)
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    51:24 Duration
  • Limit of a Function (Part 2)Limit of a Function (Part 2)
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    49:13 Duration
  • Rules to Find Limit, Finding Limit Using Direct SubstitutionRules to Find Limit, Finding Limit Using Direct Substitution
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    25:45 Duration
  • Important ConceptsImportant Concepts
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    32:29 Duration
  • Sandwich RuleSandwich Rule
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    49:29 Duration
  • 20 More Lessons
Chapter - Differentiation (Calculus) 20 Lectures
  • Definition (Part 1)Definition (Part 1)
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    1:01:36 Duration
  • Definition (Part 2)Definition (Part 2)
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    56:27 Duration
  • Rules of DifferentiationRules of Differentiation
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    36:35 Duration
  • Derivation of Composite Function (Chain Rule) Part 1Derivation of Composite Function (Chain Rule) Part 1
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    46:49 Duration
  • Derivation of Composite Function (Chain Rule) Part 2Derivation of Composite Function (Chain Rule) Part 2
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    44:18 Duration
  • 15 More Lessons
Chapter - Continuity and Differentiability (Calculus) 29 Lectures
  • Continuity of FunctionsContinuity of Functions
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    1:32:30 Duration
  • Discontinuity and Its TypesDiscontinuity and Its Types
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    24:21 Duration
  • Nonremovable DiscontinuityNonremovable Discontinuity
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    40:29 Duration
  • Directional Continuity (Part 1)Directional Continuity (Part 1)
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    29:16 Duration
  • Directional Continuity (Part 2)Directional Continuity (Part 2)
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    48:34 Duration
  • 24 More Lessons
Chapter - Application of Derivatives (Calculus) 17 Lectures
  • Tangent and Normal (Part 1)Tangent and Normal (Part 1)
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    39:56 Duration
  • Tangent and Normal (Part 2)Tangent and Normal (Part 2)
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    1:14:08 Duration
  • Tangent & Normal From External PointTangent & Normal From External Point
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    35:07 Duration
  • Condition for Which Given Line is Tangent or Normal To Given CurveCondition for Which Given Line is Tangent or Normal To Given Curve
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    42:49 Duration
  • Angle Between CurvesAngle Between Curves
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    26:41 Duration
  • 12 More Lessons
Chapter - Monotonicity and Maxima~Minima of Functions (Calculus) 40 Lectures
  • Classification of Functions Based on Monotonicity (Part 1)Classification of Functions Based on Monotonicity (Part 1)
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    1:01:38 Duration
  • Classification of Functions Based on Monotonicity (Part 2)Classification of Functions Based on Monotonicity (Part 2)
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    45:46 Duration
  • Nature of the Composite FunctionsNature of the Composite Functions
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    37:41 Duration
  • Monotonic Function and Non-Monotonic Function (Part 1)Monotonic Function and Non-Monotonic Function (Part 1)
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    37:45 Duration
  • Monotonic Function and Non-Monotonic Function (Part 2)Monotonic Function and Non-Monotonic Function (Part 2)
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    32:18 Duration
  • 35 More Lessons
Chapter - Indefinite Integration (Calculus) 23 Lectures
  • Integration as Reverse Process of Differentiation (Part 1)Integration as Reverse Process of Differentiation (Part 1)
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    32:54 Duration
  • Integration as Reverse Process of Differentiation (Part 2)Integration as Reverse Process of Differentiation (Part 2)
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    27:54 Duration
  • Integration of Function f(ax + b)Integration of Function f(ax + b)
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    44:42 Duration
  • Integration Using SubstitutionIntegration Using Substitution
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    46:23 Duration
  • Integration of tan, cot, sec, and cosec FunctionsIntegration of tan, cot, sec, and cosec Functions
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    38:08 Duration
  • 18 More Lessons
Chapter - Definite Integration 23 Lectures
  • Definite Integration as Limit of SumDefinite Integration as Limit of Sum
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    40:15 Duration
  • Definite Integration as Area Function Definite Integration as Area Function
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    41:37 Duration
  • Fundamental Theorems of Integral CalculusFundamental Theorems of Integral Calculus
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    1:06:02 Duration
  • Definite Integration by PartsDefinite Integration by Parts
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    18:51 Duration
  • Sum of Infinite Series Using IntegrationSum of Infinite Series Using Integration
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    37:32 Duration
  • 18 More Lessons
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