Question: Let the mj be arbitrLet the mj be arbitrary positive integers in ( 2 . 1 ) . Show that there is a simultaneous solution

Let the mj be arbitrLet the mj be arbitrary positive integers in (2.1). Show that there is
a simultaneous solution of this system if and only if a; =
a1
(mod (m; , m)) for all pairs of the indices i, j for which 1 i

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