Let x, y, d, be elements of Z (integers) and let z = x+y. Prove: If d divides any two of x, y, z then d divides the third. How do you prove this? I know it's true, but not how to prove it.
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Originally Posted by vassago Let x, y, d, be elements of Z (integers) and let z = x+y. Prove: If d divides any two of x, y, z then d divides the third. How do you prove this? I know it's true, but not how to prove it. Suppose that and Now sub into the above equation and you get
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d \implies d|z)
