Class 12 Mathematics Chapter 3: Matrices — Important Questions & Mock Tests

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

300 Questions 55 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
Equality of Matrices 55000 10
Non-Commutativity of Matrix Multiplication 50500 10
Skew-Symmetric Matrices 55000 10
Solving a Linear Matrix Equation 50500 10
Transpose of a Matrix 55000 10
Types of Matrices 55000 10
Application of Matrix Addition and Difference 00050 5
Application of Matrix Addition to Production Data 00500 5
Application of Matrix Multiplication to Revenue and Profit 00005 5
Associative and Distributive Laws of Matrix Multiplication 00005 5
Associative Law of Matrix Multiplication 00050 5
Case-Based Matrix Addition, Difference and Scalar Multiplication 00005 5
Case-Based Matrix Multiplication for Campaign Costs 00005 5
Condition and Order of Matrix Multiplication 05000 5
Condition for Matrix Addition 50000 5
Constructing a Matrix from a Formula 00500 5
Constructing a Matrix from an Element Formula 50000 5
Decomposition into Symmetric and Skew-Symmetric Parts 50000 5
Decomposition of a Square Matrix 00500 5
Decomposition of a Square Matrix and Verification 00005 5
Definition and Order of a Matrix 05000 5
Definition and Verification of an Inverse Matrix 50000 5
Identity Matrix in Matrix Multiplication 50000 5
Inverse Matrix: Verification, Uniqueness and a Matrix Equation 00005 5
Inverse of a Product 50000 5
Inverse of a Product of Matrices 00050 5
Linear Combination of Matrices 00500 5
Matrix Multiplication by Row-Column Rule 00500 5
Matrix Multiplication in a Cost Application 00050 5
Matrix Representation and Addition in a Workforce Context 00050 5
Multi-Step Matrix Operations on Workforce Data 00005 5
Non-Commutativity and Structural Properties of Matrix Multiplication 00005 5
Numerical Decomposition into Symmetric and Skew-Symmetric Parts 00050 5
Order and Number of Elements of a Matrix 50000 5
Order of a Matrix Product 50000 5
Polynomial Expressions in a Matrix 00050 5
Possible Orders of a Matrix 05000 5
Powers and Polynomial Expressions of a Matrix 00005 5
Properties of Transpose 00500 5
Representing Tabular Information as a Matrix 05000 5
Row-by-Column Matrix Multiplication 50000 5
Scalar Multiplication and Linear Combination of Matrices 50000 5
Scalar Multiplication of a Matrix 05000 5
Solving Variables by Equality of Matrices 00500 5
Symmetric and Skew-Symmetric Matrices from A±Aᵀ 00500 5
Symmetric and Skew-Symmetric Parts of a Matrix 50000 5
Symmetric Matrices 05000 5
Symmetric Matrix Condition 50000 5
Theorem on A+Aᵀ and A-Aᵀ 00050 5
Transpose of a Matrix Product 00050 5
Transpose, Symmetric and Skew-Symmetric Matrix Analysis 00005 5
Uniqueness of the Inverse Matrix 00050 5
Zero Product of Non-Zero Matrices 50000 5
Matrix Representation of Tabular Data 30000 3
Interpreting Matrix Entries from Data 20000 2