#part1

#MatrixRevision #class12maths
Welcome to our Matrix Revision session, designed to help students from Class 12th, BCA, and various other streams master the basics of matrices. This video will provide a complete yet concise revision of matrices, covering key concepts, types, and operations. Whether you're a school student preparing for board exams or a university student brushing up on linear algebra, this guide will simplify matrices for you.
📚 What We Will Cover 📚
Introduction to Matrices
What are matrices, and how are they used in mathematics?
Real-world applications of matrices in various fields like computer science, physics, and economics.
Types of Matrices
We will explain the different types of matrices, including:
Row Matrix
A matrix with a single row.
Column Matrix
A matrix with a single column.
Square Matrix
A matrix with the same number of rows and columns.
Zero/Null Matrix
A matrix with all elements as zero.
Unit Matrix (Identity Matrix)
A square matrix with ones on the diagonal and zeros elsewhere.
Diagonal Matrix
A square matrix where only the diagonal elements are non-zero.
Symmetric and Skew-Symmetric Matrices
Understanding the properties of these matrices and their importance.
Matrix Operations
We'll cover the basic operations you need to know, including:
Addition and Subtraction of Matrices
Learn how to add and subtract matrices element-wise.
Scalar Multiplication
Understand how to multiply a matrix by a scalar value.
Matrix Multiplication
A slightly more complex but essential operation, we'll guide you through multiplying matrices and explain the rules involved.
Transpose of a Matrix
Understand how to find the transpose of a matrix and why it’s important.
Applications of Matrices
Matrices play a crucial role in solving systems of linear equations, transforming geometrical figures, and various computational problems. We'll give an overview of where matrices are used in real life.
🌟 Why You Should Watch This Video 🌟
This video is crafted to provide a quick yet thorough revision of matrix basics, specifically for students in Class 12th, BCA, and other streams. We’ll simplify complex concepts and present them in a straightforward, easy-to-follow manner. Solved examples are included to help reinforce your understanding and boost your confidence ahead of exams.
Who Will Benefit from This Video?
Class 12th students (CBSE/ICSE/State Boards)
BCA students preparing for their semester exams
Engineering students in various branches
B.Sc Mathematics students
Commerce students studying matrices for quantitative courses
Any learner revising matrices for academic or competitive exams
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Happy learning! 😃

[@DeskOfDivine]

thank u sir for this revision🙏

[@virendersinghpanesar967]

Thank you sir 👍

[@gkgamer2118]

great work sir appreciated🎉

[@PRABHJOTSINGHBCA]

🙏

[@PlayCore_gaming]

46:49 ans= x=2,y=4,z=2,w=3

[@SanjayKamboj-v7o]

Thankyou so much sir

[@sanchitmehra2217]

So nice of you

[@SanjayKamboj-v7o]

I think so the answer 0f equate two matrices are x=1,y=2,z=3

[@PlayCore_gaming]

If matrix has 36 elements then the possible order of matrix are (36×1),(1×36),(6×6),(18×2),(2×18),(3×12),(12×3),(4×9),(9×4)
Totale =9

[@PlayCore_gaming]

X-3=-2. | 3x-z=0| x+y+2=5|x+y+z=6
X=-2+3 |3-z=0. |1+y+2=5|1+3+2=6
X=1. |z=3. |y=5-3=2 |6=6

[@Satyam-pb37ale]

Sare likhne aw etc ni paa skde 😂

[@PlayCore_gaming]

@@Satyam-pb37ale nhi saare likhne painde aa😂

[@ArshdeepSingh-wp1gk]

Thank you sir 🙏

[@sanchitmehra2217]

So nice of you

[@navanshushaji4735]

Thank you sir👍

[@sanchitmehra2217]

All the best