Proof WritingMedium ShareProof Writing · Medium problemDirect proof: let m=6a+1m = 6a + 1m=6a+1 and n=6b+5n = 6b + 5n=6b+5 for integers a,ba, ba,b. Then m+n=6(a+b)+6m + n = 6(a + b) + 6m+n=6(a+b)+6. So m+nm + nm+n leaves what remainder when divided by 666?Check Show answer Walk through it step by step Practice more like this