Matrices Class 12

Master Matrices Class 12 with comprehensive NCERT Solutions, Practice Questions, MCQs, Sample Papers, Case Based Questions, and Video lessons.

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Serial order wise

Ex 3.1
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Ex 3.2
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Ex 3.3
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Ex 3.4
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Examples
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Miscellaneous
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Case Based Questions (MCQ)
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Concept wise

Formation and order of matrix
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Types of matrices
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Equal matrices
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Addition/ subtraction of matrices
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Statement questions - Addition/Subtraction of matrices
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Multiplication of matrices
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Statement questions - Multiplication of matrices
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Solving Equation
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Finding unknown - Element
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Finding unknown - Matrice
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Transpose of a matrix
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Symmetric and skew symmetric matrices
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Proof using property of transpose
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Inverse of matrix using elementary transformation
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Proof using mathematical induction
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Why Learn This With Teachoo?

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

 

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