Class 12 Mathematics Chapter 1: Relations and Functions — Important Questions & Mock Tests

Practice Relations and Functions topic-wise important questions, MCQs and 1, 2, 3 and 5 mark questions for CBSE revision.

300 Questions 58 Topics MCQs: 100 1 Mark: 50 2 Mark: 50 3 Mark: 50 5 Mark: 50

Topic-wise important and practice questions

Review question distribution across chapter topics for MCQs, 1 Mark questions, 2 Mark questions, 3 Mark questions, 5 Mark questions.

TopicMCQ1 Mark2 Mark3 Mark5 MarkTotal
Counting One-One Functions 50500 10
Testing Relation Properties 50500 10
Assertion-Reason: Relations and Functions 50000 5
Case-Based Relations and Functions 00005 5
Comparison of Relations 00005 5
Counting Injective Functions 00050 5
Counting Reflexive Relations 00005 5
Counting Relations on a Finite Set 50000 5
Domain and Codomain Effects 05000 5
Domain-Codomain Dependence 00005 5
Effect of Domain and Codomain 00500 5
Effect of Domain and Codomain on Function Type 50000 5
Equal-Image Classes 00050 5
Equal-Image Equivalence Classes 00005 5
Equal-Image Equivalence Relation 00500 5
Equivalence Class 05000 5
Equivalence Class Structure 00050 5
Equivalence Classes and Representatives 05000 5
Equivalence Classes on a Finite Set 00500 5
Equivalence Classes under Congruence 50000 5
Equivalence Relation and Class 00050 5
Equivalence Relation and Partition 00005 5
Equivalence Relation from Equal Function Values 50000 5
Equivalence Relation Induced by a Partition 50000 5
Equivalence Relation Proof 00500 5
Equivalence Relations and Partitions 00005 5
Equivalence Relations from Remainders 50000 5
Finite and Infinite Sets 50000 5
Finite Self-Maps 00500 5
Finite Self-Maps and Bijections 00005 5
Finite Set: One-One and Onto 50000 5
Finite versus Infinite Function Behaviour 00005 5
Finite versus Infinite Self-Maps 00050 5
Finite versus Infinite Sets 00500 5
Finite-Set Bijection Theorem 00050 5
Finite-Set One-One Implies Onto 05000 5
Finite-Set Onto Implies One-One 05000 5
Interpreting a Function Mapping Diagram 50000 5
Membership in a Modular Relation 50000 5
Natural Equivalence Relations 50000 5
Non-Equivalence Relation Analysis 00050 5
One-One and Onto Function Analysis 00050 5
One-One and Onto Function Proof 00500 5
One-One and Onto Functions 50000 5
One-One Function 05000 5
Onto Function 05000 5
Partition and Equivalence Relation 00500 5
Partition-to-Equivalence Construction 00050 5
Preimage and Surjectivity 50000 5
Properties of Relations 50000 5
Reflexive Relation 05000 5
Relation Induced by a Function 05000 5
Relation Matrix Analysis 00050 5
Relation Matrix Interpretation 50000 5
Standard Function Examples 50000 5
Surjective and Many-One Functions 50000 5
Visual Data Interpretation 00005 5
Visual Interpretation of Relations and Functions 05000 5