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Learn Chapter 3 Matrices of Class 12 free with solutions of all NCERT Questions including Examples and Exercises.

In this chapter, we learn

**What a matrix is**, how we form it and what is its**order**- Then we see different
**types of matrix**like Square matrix, Zero matrix, Identity Matrix, Row Matrix, Column Matrix etc. - If two
**matrices are equal**, then how to find its elements - How to
**add and subtract matrices**, - And their
**Statement questions** - Then how to
**multiply the matrices**, keeping in mind their order - And its
**statement questions** - How to
**solve a x + y, or an x + y + z equation**using matrices - Then,
**finding an element**when some equation is given - Or,
**finding a whole matrix**when some equation is given - What is a
**Transpose of a Matrix**, and its order - Then, What are
**Symmetric and skew symmetric matrices**... and how to represent any matrix as a sum of symmetric and skew symmetric matrix - Then, doing some proof questions using
**Transpose property - (AB)' = B'A'** - And finding
**Inverse of a matrix**using elementary Transformation. Please check all of its questions. Specially the ones marked important - And then, finally, there are some questions on proof using
**Mathematical Induction**

Check out the chapter NCERT way, or the preferred ... concept wise way

What's in it?

Learn Chapter 3 Matrices of Class 12 free with solutions of all NCERT Questions including Examples and Exercises.

In this chapter, we learn

**What a matrix is**, how we form it and what is its**order**- Then we see different
**types of matrix**like Square matrix, Zero matrix, Identity Matrix, Row Matrix, Column Matrix etc. - If two
**matrices are equal**, then how to find its elements - How to
**add and subtract matrices**, - And their
**Statement questions** - Then how to
**multiply the matrices**, keeping in mind their order - And its
**statement questions** - How to
**solve a x + y, or an x + y + z equation**using matrices - Then,
**finding an element**when some equation is given - Or,
**finding a whole matrix**when some equation is given - What is a
**Transpose of a Matrix**, and its order - Then, What are
**Symmetric and skew symmetric matrices**... and how to represent any matrix as a sum of symmetric and skew symmetric matrix - Then, doing some proof questions using
**Transpose property - (AB)' = B'A'** - And finding
**Inverse of a matrix**using elementary Transformation. Please check all of its questions. Specially the ones marked important - And then, finally, there are some questions on proof using
**Mathematical Induction**

Check out the chapter NCERT way, or the preferred ... concept wise way