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How many ways can we place 10 idential red balls and 10 identical blue balls into 4 distinct urns such that: there is no constraint? 81796 81796 . first urn has at least 1 red ball and 2 blue balls? 36300 36300 . each urn has at least 1 ball? Hint: use complement and inclusion exclusion. 422598 422598

# 1 and 2 are correct, but # 3 was wrong.

Please find the answer for #3- each earn has at least 1 ball?

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