数学证明题,proof that if d=gcd(a,b) then any integer of the form

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数学证明题,
proof that if d=gcd(a,b) then any integer of the form ma+nb must be a multiple of d.
翻译一下就是,如果d是a和b的最大公约数,试证明对于任何整数m和n,都有ma+nb 可以被d 整除.

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