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13.5 Consider the logarithm function \(log=exp^{-1}\) on \(\mathbb{R}\). Prove: f) \( \log: ]0, +\infty) \rightarrow \mathbb{R}\) is bijective
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both log and exp are functions (not multivalued functions) ... and inverse of each other.
existence of inverse implies bijection
is it enough like that for give it to my mentor ?
not sure ... but this is a valid argument.
ok thanks anyway :)
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