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what is the lcd of 8 and 3
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Unfortunately, it's just 1, because they're not divisible by anything else.
Wait. I take that back. I was thinking of factors. The correct answer is 24, as that's the smallest number that both are able to divide into.
24
well, is it twenty four? ;P
For these I find it's best to factor the numbers in question: \[8 = 2^3\]\[3=3^1\] So to get a common denominator, we need the union of these factors (and their multiplicities) \[LCD = 2^3\cdot 3 = 8 \cdot 3 = 24\] In this case it's trivial to just multiply them, but it can make things easier if they have some factors in common..
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