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Complex Number Rotation | Transformation as 2D Vectors (Argand Plane Visual Explanation)
Автор: VelvetNebula
Загружено: 2025-12-03
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In this video, we explore how complex numbers can be treated as 2-D vectors and how rotation works in the Argand plane.
You’ll learn how multiplying by exp(i*theta) rotates a point, how rotation matrices relate to complex numbers, and how to visualize these transformations clearly.
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