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Does anyone know an EASY way to find the exact value of an inverse function?
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The best attempt you have (to my knowledge) is to replace y for x (if you're dealing with 1 independent variable) and try to solve it. Just be weary of the domain restrictions!!
That is just the philosophical question of what an exact value is. For me \(\sin 33\) is as exact as \(\sin^{-1} 0.766\) or \(5^{2.5}\). Because I know I can approximate it as close as I like. So as there is an algorithm to find the value of the inverse function to an arbitrary precision, every inverse is as exact as the function itself.
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