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Inverses by Mapping
Reflect points from f(x) across the line y = x.
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Animation: Inverse Function
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Shows why a function must be one-to-one in order to have an inverse function.
MAT.CAL.402.03 (One-to-One Functions and Their Inverses - Math Analysis)
MAT.CAL.402.03 (Existence (One-to-One, Monotonic) - Calculus)
MAT.TRG.103.01 (Inverses by Mapping - Trigonometry)
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