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Ch01. Relations and Functions (Part – 1) – 1Y

Class 12 Maths One Year

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Course Content

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PDF of Notes, Assignments and Practice Test
Universal, Empty, Trivial Relations Sample Topic
Assignment – 1 5 Subtopics
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Topic Content
0% Complete 0/5 Steps
Question – 1
Question – 2
Question – 3
Question – 4
Question – 5
✍ Practice Time – 1
Reflexive, Symmetric, Transitive Relations
Equivalence Relations and Equivalence Classes
Assignment – 1 4 Subtopics
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Topic Content
0% Complete 0/4 Steps
Question – 6
Question – 7
Question – 8
Question – 9
✍ Practice Time – 2
Assignment – 2 1 Subtopic
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Topic Content
0% Complete 0/1 Steps
Question – 1 (9 Parts)
✍ Practice Time – 3
Assignment – 2 10 Subtopics
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Topic Content
0% Complete 0/10 Steps
Question – 2
Question – 3
Question – 4
Question – 5
Question – 6
Question – 7
Question – 10
Question – 11
Question – 8
Question – 9
✍ Practice Time – 4
Assignment – 2 7 Subtopics
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Topic Content
0% Complete 0/7 Steps
Question – 12
Question – 13
Question – 14
Before we continue
Question – 15
Question – 16
Question – 17
✍ Practice Time – 5

Class 12 Maths

  • Ch1. Relations and Functions (Part – 1)
  • Ch1. Relations and Functions (Part – 2)
  • Ch2. Inverse Trigonometric Functions
  • Ch6. Applications of Derivatives
  • Ch7. Integrals
  • Ch7. Properties of Integrals
  • Ch8. Limit of Sum & Application of Definite Integrals
  • Ch9. Differential Equations
  • Ch12. Linear Programming Problems
  • Ch13. Probability

Class 11 Maths

  • Ch04. Principle of Mathematical Induction – 1Y
  • Ch7. Permutations and Combinations
  • Ch8. Binomial Theorem
  • Ch08. Binomial Theorem Assignments – 1y
  • Ch09. Sequences and Series – 1Y
  • Ch10. Straight Lines
  • Ch10. Straight Lines Assignments – 1Y
  • Ch11. Conic Sections – 1Y
  • Ch11. Conic Sections Assignments – 1Y
  • Ch12. Introduction to three dimensional geometry
  • Ch13. Limits (Limits and Derivatives Part -1)
  • Ch13. Derivatives (Limits and Derivatives Part-2)
  • Ch15. Statistics
  • Ch16. Probability

Class 10 Maths

  • Ch6. Triangles
  • Ch7. Coordinate Geometry
  • Ch8. Introduction to Trigonometry
  • Ch10. Circles
  • Ch12. Area related to Circles
  • Ch15. Probability
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