RD Sharma Solutions Class 12 Algebra Of Matrices

RD Sharma Solutions Class 12 Chapter 5

The RD Sharma solutions and books are based on the latest Central Board of Secondary Education syllabus according to the CCE guidelines. The RD Sharma Class 12 solutions for the chapter “Algebra of Matrices” is given here. The RD Sharma books are designed in such a way that students can understand each and every concept in an easy way along with step by step conceptual problems and examples.

A set of mn numbers (imaginary or real) arranged in the form of a rectangular array of m rows and in n columns is called an m * n matrix (to be read as ‘m by ‘n matrix). An m * n matrix is usually written as:

There are different types of matrices. Some types of matrices are given below.

  • Column matrix
  • Row matrix
  • Square matrix
  • Scalar matrix
  • Diagonal matrix
  • Unit or Identity matrix
  • Upper triangular matrix
  • Lower triangular matrix
  • Null matrix

Here is the RD Sharma solutions for class 12 for Chapter 5: Algebra of Matrices. Get the RD Sharma solutions from the table mentioned below.

Practise This Question

Verify that for all n1 , the sum of the squares of the first 2n positive integers is given by the formula 12+22+32+.....(2n)2=n(2n+1)(4n+1)3

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