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Suppose that for any pair of numbers x and y,

gcf(x, y) = g

then x = g*p and y = g*q for some integers p and q.

Therefore

x + y = g*p + g*q = g*(p+q).

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9y ago
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7y ago

20 + 36 = (5 x 4) + (9 x 4) = 14 x 4 = 56

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Q: How do you rewrite each sum as a product of the greatest common factor of the addends and another number?
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