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which is larger, (100!)^101 or (101!)^100?
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So for \[(100!)^{100}*100 \over (100!)^{100}*101^{100}\]
correction \[(100!)^{100}*100! \over(100!)^{100}*101^{100}\]
so is 100! or 101^100 bigger
101^100 is bigger
thanks alot
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