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Undergrad Linear Algebra: Rotation Matrix Qθ+φ
Show that a rotation by θ followed by a rotation by φ can be expressed as either two consecutive rotations, or one rotation of (θ + φ). That is, show that Qθ Qφ = Qθ+φ, where Q is the rotation matrix. Can anyone answer this question I'm a beginner in Linear Algebra- camchetan
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- Matrices Rotation Rotation matrices
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- Forum: Linear and Abstract Algebra