RD Sharma Class 12 Solutions Chapter 5 - Algebra of Matrices (Ex 5.2) Exercise 5.2 - Free PDF
FAQs on RD Sharma Class 12 Solutions Chapter 5 - Algebra of Matrices (Ex 5.2) Exercise 5.2
1. Why should I use the RD Sharma Solutions provided by Vedantu?
The RD Sharma Solutions are created by Vedantu’s panel of subject experts to deepen your understanding of the algebra of matrices. Mathematics is a subject that requires a strong base and tons of practice. This PDF has well-explained solutions which will help you tackle all kinds of questions, right from the easy to the most difficult ones. The solutions are well-graded, qualitative and can enhance your analytical abilities. It is also well-organized as per the textbook to avoid any form of confusion or difficulty. Moreover, it is available as a free download!
2. What are other resources I can use to aid my preparation?
The Revision Notes prepared by Vedantu are one of the best resources we would recommend. They are comprehensive, well-organized and can come quite handy when you are brushing up your memory a few days before the examination. It includes definitions of all the key terms in Algebra of Matrices, solved examples that explain different concepts and related questions to indicate what else could be asked during the examination. Along with the RD Sharma Solutions, this resource can ensure that you are prepared to score high in maths!
3. What are some tips to score well in matrices?
The tips are the same as for every other chapter in mathematics. It is a subject where you need to get your fundamentals right. You can only learn formulae and apply those formulae to solve questions. It requires students spend a consistent amount of time in practice. Practise, practise, practise! That is the only way to crack mathematics, understand the subject and come to love it. You can choose to keep a notebook for your formulae and one for your theorems. Practise from RD Sharma solutions and go through the Revision Notes from time to time.
4. What are some definitions of key terms in the algebra of matrices?
A matrix is a set of real or complex numbers or functions arranged in a rectangular manner. Elements of the Matrix are individual items in the equation. Rows are the horizontal line elements and columns are the vertical line elements. The order of a matrix is determined by the number of rows and columns it has. Different types of matrices are as follows: Column Matrix, Row Matrix, Square Matrix, Diagonal Matrix and Identity Matrix. Operations on Matrices can either be addition, subtraction or multiplication. We get a transpose for a matrix by exchanging its rows with its columns.
5. What are some applications of Matrices?
The uses of matrices are many. They are compact methods of solving linear equations. They can be used to represent coefficients in the linear equation system too. Apart from these fundamentals, matrices are also used in -
Cryptography
Matrix notations and operations are used in electronic spreadsheets
Used in systems such as business and sciences as an aid in budgeting, cost estimations, sales projections, analysis of experiment results, data tabulation, etc
Also found to be used in branches such as genetics, economics and even modern psychology
Can be used in physics to represent equations in magnification, reflection, rotation, etc.
Used in 3D Maths to describe spaces between two coordinates
