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Grade 11 Maths Higher Quizzes

Ages 15-17 years Β· 52 weekly quizzes Β· 1,300 questions

Topics: Sets, Relations, Functions, Trigonometry, Complex Numbers, Sequences, Coordinate Geometry, Limits, Derivatives, Statistics, Probability, Mathematical Reasoning

1
Week 1

Sets – Concepts, Notation, Types, Power Set, Universal Set

25 questions

2
Week 2

Sets – Venn Diagrams, Laws of Algebra of Sets, Cardinality

25 questions

3
Week 3

Relations – Cartesian Product, Relations, Types of Relations

25 questions

4
Week 4

Functions – Definition, Domain, Range, Types (Injective, Surjective, Bijective)

25 questions

5
Week 5

Functions – Composition, Inverse Functions, Real-Valued Functions

25 questions

6
Week 6

Trigonometric Functions – Radian Measure, Arc Length, Sector Area

25 questions

7
Week 7

Trigonometric Functions – All Six Functions, Signs, Allied Angles

25 questions

8
Week 8

Trigonometric Identities – Sum & Difference Formulae

25 questions

9
Week 9

Trigonometric Identities – Double Angle, Half Angle, Product-to-Sum

25 questions

10
Week 10

Trigonometric Equations – General Solutions

25 questions

11
Week 11

Complex Numbers – Algebra, Argand Plane, Polar Form

25 questions

12
Week 12

Complex Numbers – Square Roots, Quadratic Equations with Complex Roots

25 questions

13
Week 13

Quadratic Equations – Nature of Roots, Symmetric Functions of Roots

25 questions

14
Week 14

Linear Inequalities – Algebraic Solutions, Graphical Representation

25 questions

15
Week 15

Permutations – Fundamental Counting Principle, Factorial, nPr

25 questions

16
Week 16

Permutations – Restricted Permutations, Circular Permutations

25 questions

17
Week 17

Combinations – nCr, Properties, Applications

25 questions

18
Week 18

Permutations & Combinations – Mixed Problems, Division & Distribution

25 questions

19
Week 19

Binomial Theorem – Expansion, General Term, Middle Term

25 questions

20
Week 20

Binomial Theorem – Applications, Coefficient Problems, Greatest Term

25 questions

21
Week 21

Arithmetic Progressions – nth Term, Sum, Properties

25 questions

22
Week 22

Geometric Progressions – nth Term, Sum, Infinite GP

25 questions

23
Week 23

Special Series – Ξ£n, Ξ£nΒ², Ξ£nΒ³, Method of Differences

25 questions

24
Week 24

Straight Lines – Slope, Intercept Form, Point-Slope, Two-Point Form

25 questions

25
Week 25

Straight Lines – Normal Form, Distance, Angle Between Lines, Concurrent Lines

25 questions

26
Week 26

Conic Sections – Circle: Equation, Centre-Radius, General Form

25 questions

27
Week 27

Conic Sections – Parabola (Standard Forms, Focus, Directrix, Latus Rectum)

25 questions

28
Week 28

Conic Sections – Ellipse (Standard Forms, Eccentricity, Properties)

25 questions

29
Week 29

Conic Sections – Hyperbola (Standard Forms, Asymptotes, Properties)

25 questions

30
Week 30

Introduction to 3D Geometry – Coordinate Axes, Octants, Distance Formula

25 questions

31
Week 31

3D Geometry – Section Formula, Centroid, Direction Cosines & Ratios

25 questions

32
Week 32

Limits – Concept, Algebra of Limits, Left & Right Hand Limits

25 questions

33
Week 33

Limits – Standard Results (lim sin x/x, lim (1+1/n)^n, L'HΓ΄pital intro)

25 questions

34
Week 34

Limits – Limits at Infinity, Squeeze Theorem, Continuity Intro

25 questions

35
Week 35

Derivatives – First Principles, Derivative as Rate of Change

25 questions

36
Week 36

Derivatives – Differentiation Rules (Sum, Product, Quotient)

25 questions

37
Week 37

Derivatives – Chain Rule, Implicit Differentiation, Higher Derivatives

25 questions

38
Week 38

Derivatives of Trigonometric Functions & Composite Functions

25 questions

39
Week 39

Statistics – Measures of Dispersion (Range, Quartile Deviation, Mean Deviation)

25 questions

40
Week 40

Statistics – Variance, Standard Deviation (Ungrouped & Grouped Data)

25 questions

41
Week 41

Statistics – Shortcut Methods, Combined Standard Deviation, Coefficient of Variation

25 questions

42
Week 42

Probability – Random Experiments, Sample Space, Events, Types of Events

25 questions

43
Week 43

Probability – Axiomatic Approach, Addition Theorem, P(AβˆͺB), P(A∩B)

25 questions

44
Week 44

Probability – Conditional Probability, Multiplication Theorem, Independent Events

25 questions

45
Week 45

Mathematical Reasoning – Statements, Negation, Connectives (AND, OR, IF-THEN)

25 questions

46
Week 46

Mathematical Reasoning – Quantifiers, Implications, Converse, Inverse, Contrapositive

25 questions

47
Week 47

Mathematical Reasoning – Proofs: Direct, Contradiction, Contrapositive, Counter-Example

25 questions

48
Week 48

Revision – Sets, Relations, Functions & Trigonometry

25 questions

49
Week 49

Revision – Algebra (Complex Numbers, Permutations, Binomial, Sequences)

25 questions

50
Week 50

Revision – Coordinate Geometry (Lines & Conics)

25 questions

51
Week 51

Revision – Calculus (Limits & Derivatives)

25 questions

52
Week 52

Revision – Statistics, Probability & Mathematical Reasoning

25 questions

Recommended Reading

Maths Concepts

Higher Maths for Class 11-12: Sets, Relations, Functions & Calculus

A complete guide to higher maths for Class 11-12 covering sets, relations, functions, limits, differentiation, and integration with step-by-step explanations and exam strategies.

Maths Tips

Maths Formulas Cheat Sheet: Essential Formulas for Grades 8-12

A quick-reference maths formulas cheat sheet covering algebra, geometry, trigonometry, statistics, probability, and calculus for Grades 8-12 students.

About Grade 11 Maths Higher Practice

Our Grade 11 Maths Higher quizzes are designed for students aged 15-17 years. Each week features multiple-choice questions covering essential maths topics including sets, relations, functions, trigonometry, complex numbers, sequences, coordinate geometry, limits, derivatives, statistics, probability, mathematical reasoning.

With 52 weeks of content and 1,300+ questions, students get structured practice throughout the year. All quizzes are free and require no sign-up.

These quizzes are aligned with the CBSE and ICSE curriculum and help students build problem-solving skills, improve accuracy, and prepare for board examinations.