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Find 4 Numbers whose factors, other than 1, are all odd!?

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  • Find 4 Numbers whose factors, other than 1, are all odd!?


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Answer #1 | 18/05 2017 12:15
Since 1 itself is odd, that exclusion is pointless. For your four numbers, simply choose any four odd numbers. To have an integral factor that is not odd would be to have an even factor. But no odd number can have an even factor.
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