Types of Matrix Rotation

The rotation of a Matrix can be classified into the following categories:

  1. Rotate the matrix 90 degrees (or multiples of 90) clockwise or counterclockwise.
  2. Rotate matrix elements by 1 (or more) places to the right or left.
  3. Interchange rows and columns

The details about each type are discussed below with some examples for better understanding.

Complete Guide On 2D Array (Matrix) Rotations – Data Structure and Algorithms Tutorial

Matrix Rotation is defined as rotating the elements of the array around its center in a clockwise or counterclockwise direction, or rotating the elements by some position in clockwise or anticlockwise or interchanging of rows and columns. 

There are several ways to perform rotations on a Matrix, including using loops, using built-in functions, etc.

  • What is 2D Array (Matrix) Rotation
  • Types of Matrix Rotation:
    • 1. Rotate the Matrix (90 degrees clockwise)
      • 1: Rotate by Cycles
      • 2: Rotate through diagonal and middle
    • 2. Rotate Matrix elements by one place
    • 3. Rotations in Matrix by row or column ( Transpose of the matrix )
      • 1. Using Extra Space
      • 2. Using Constant Space
  • Applications of Matrix Rotation
  • Some FAQs regarding Matrix Rotation
  • Advantages of Rotations in a Matrix
  • Some Popular Interview Problems on Matrix Rotation
  • Some Important Problems/Article links of Matrix Rotation

Similar Reads

Types of Matrix Rotation:

The rotation of a Matrix can be classified into the following categories:...

1. Rotate the Matrix (90 degrees clockwise):

Rotate the Matrix by 90 degrees clockwise...

2. Rotate Matrix elements by one place:

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3. Rotations in Matrix by row or column ( Transpose of the matrix ):

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Applications of Matrix Rotation:

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Some FAQs regarding Matrix Rotation:

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Advantages of Rotations in a Matrix:

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Some Popular Interview Problems on Matrix Rotation:

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Some Important Problems/Article links of the same:

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Conclusion:

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