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What is 2D Transformation Matrices Explained about?

The document discusses various 2D transformations including scaling, reflections, shearing, rotations, and translations. Points in 2D space are represented by 2x1 matrices. Transformations are represented by 2x2 matrices that operate on points. Special cases like uniform/non-uniform scaling, reflections, and rotations are explained. Translations are represented using homogeneous coordinates with a 3x3 transformation matrix. Composite transformations can be applied by concatenating individual transformation

Author

Vishal Gupta

Language

EN