Originally Posted by
edgar davids can some1 pls help noone can do this proof and preventing me fully understanding the chinese remainder thm
thanx loadz
Edgar
z = integers
prove the following generalisation of the Chinese Remainder Theorem. Show that if m1,m2,m3, are pairwise coprime integers and a1 is an element of z/m1 and a2 is an element of z/m2 and a3 is an element of z/m3 then there is a unique x element of z/(m1m2m3) such that
x identical a1 mod m1
x identical a2 mod m2
x identical a3 mod m3