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For all integers a, b, and c, if a|bc and ______________________, then a|c or b|c.
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b and c are relatively prime?
maybe satellite i can't think
that can't be right hold on let me engage my brain
It is a problem for a modern algebra class. I am having trouble finding a list of theorems having to do with divides.
oh wait, it is true if a is prime that is for sure
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if a is prime, and it divides a product, then it has to divide one of the factors
Thanks a lot. I think I think your right. It should read For all integers a, b, and c, if a|bc and a is prime, then a|c or a|b. I think my teacher made a typo when she wrote it out.
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