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Amultiplicative inverse of 3 modulo 5 is any integer a such that 3 a ≑ 1 (mod 5) , hence for some a ∈ z5 . do such inverses exist for each element of z5? if not, which ones?

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Amultiplicative inverse of 3 modulo 5 is any integer a such that 3 a ≑ 1 (mod 5) , hence for some a...
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