d. If a major league baseball team plays 162 games in a season and 1 combination is used per game, how many seasons would it take to go through every combination of players? Explain your answer.
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OpenStudy (anonymous):
there are 25 players on the team and 4 positions
OpenStudy (anonymous):
a. 25!/4!(25-4)!=25!/4!21!=12650 then i use the combination method
OpenStudy (anonymous):
but i dont know what to do from there
OpenStudy (anonymous):
@ranga
OpenStudy (ranga):
Divide 12650 by 162 games to get the total number of seasons.
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OpenStudy (anonymous):
>.< doh i think i over thought it then xD
OpenStudy (anonymous):
Oh what if i was to find the permutation of players would i do the same?
OpenStudy (anonymous):
b. 25!/(25-4)!=25!/21!=303600/162 ?
OpenStudy (ranga):
Yes, you would use the permutations formula instead of the combinations formula.
OpenStudy (anonymous):
Thanks again ranga
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