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Learn how to transition between standard and rotated orthonormal bases in R^2 and R^3 using transition matrices for axes rotation. Explore the construction of transition matrices through trigonometry and apply rotation equations to express points in terms of rotated axes. Covers theorem on orthogonal transition matrices, rotation in 2D and 3D spaces, examples of axes rotation, and orthogonality. Includes timestamps for easy navigation through topics such as transition matrices, rotation equations, and practical examples in both R^2 and R^3.
