If you are given a even(non zero) integer, say A and an odd integer, say B. How can you find integers C and D such that A*C+B*D=1?
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If you are given a even(non zero) integer, say A and an odd integer, say B. How can you find integers C and D such that A*C+B*D=1?
No such integers C and D exist for A = 6 and B = 9.