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MTH 152
Your 'question form' report has been received. Scroll down through the document to see any comments I might have inserted, and my final comment at the end.
** Question Form_labelMessages **
Jackpot!
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http://physicsdatabase.com/book-list-by-title/
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The provided URL is something I stumbled upon throughout my journey of the science-related topics of the Internet, and thought I'd share.
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Great. Thanks.
Don't have time to look at it now but I've forwarded it to my own access page.
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OK, couldn't help taking a look. Very interesting. I'll take a look at some of the titles later.
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#$&*
MTH 152
Your 'question form' report has been received. Scroll down through the document to see any comments I might have inserted, and my final comment at the end.
** Question Form_labelMessages **
MTH152-QA2-QUESTION004
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http://vhcc2.vhcc.edu/dsmith/GenInfo/qa_query_etc/lib2/lib2_qa_02.htm
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`q004. If we place each object in all the three boxes (one containing 15 numbered balls, another 26 letter tiles, the third seven colored rings) in a small bag and add packing so that each bag looks and feels the same as every other, and if we then thoroughly mix the contents of the three boxes into a single large box before we pick out two bags at random:
How many of the possible combinations will include two rings?
How many of the possible combinations will include two tiles?
How many of the possible combinations will include a tile and a ring?
How many of the possible combinations will include at least one tile?
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With regards to the way this is worded, am I to work under the assumption that each single object is placed into one bag a piece, then place each bag into the large box, shuffle the large box, and pick one bag up at random?
If this isn't the case, please provide some insight and/or a paraphrasal of the parameters:
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If we place each object in all the three boxes (one containing 15 numbered balls, another 26 letter tiles, the third seven colored rings) in a small bag and add packing so that each bag looks and feels the same as every other, and if we then thoroughly mix the contents of the three boxes into a single large box before we pick out two bags at random:
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You are reading this correctly.
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