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Question:
If x | y, (is true), then x ≤ y and x ≠ 0.
For instance, if x > y, then there are no integer solutions to equation kx = y and thus, x does not divide y.
Is this a correct proposition?
If x | y, (is true), then x ≤ y and x ≠ 0.
For instance, if x > y, then there are no integer solutions to equation kx = y and thus, x does not divide y.
Is this a correct proposition?