Re: 機率題目 - 推理遊戲
By Kristin
at 2007-02-03T09:59
at 2007-02-03T09:59
Table of Contents
※ 引述《kailoven (@#$@#^??)》之銘言:
: A袋有2白球3黑球
: B袋有1白球3黑球
: 今自A袋中任取一球放入B中,然後在自B袋中任取一球
: 若取出的球為白色,該球為A袋移入B袋的機率是多少??
從B袋中取出的是白球的機率為
P(從A袋中拿過去的是白球且從B袋中拿到白球) +
P(從A袋中拿過去的是黑球且從B中拿到白球)
= 2/5 * 2/5 + 3/5 * 1/5 = 7/25
從A袋中取出一白球且此球被從B袋中取出的機率為
2/5 * 1/5 = 2/25
因此已知從B袋中取出的是白球
此球為A袋中來的的條件機率是
2/7
--
: A袋有2白球3黑球
: B袋有1白球3黑球
: 今自A袋中任取一球放入B中,然後在自B袋中任取一球
: 若取出的球為白色,該球為A袋移入B袋的機率是多少??
從B袋中取出的是白球的機率為
P(從A袋中拿過去的是白球且從B袋中拿到白球) +
P(從A袋中拿過去的是黑球且從B中拿到白球)
= 2/5 * 2/5 + 3/5 * 1/5 = 7/25
從A袋中取出一白球且此球被從B袋中取出的機率為
2/5 * 1/5 = 2/25
因此已知從B袋中取出的是白球
此球為A袋中來的的條件機率是
2/7
--
Tags:
推理遊戲
All Comments
By Rachel
at 2007-02-04T21:21
at 2007-02-04T21:21
By Kumar
at 2007-02-05T16:19
at 2007-02-05T16:19
By Anthony
at 2007-02-09T02:23
at 2007-02-09T02:23
By Ivy
at 2007-02-12T13:27
at 2007-02-12T13:27
By Connor
at 2007-02-14T04:51
at 2007-02-14T04:51
By Catherine
at 2007-02-18T01:09
at 2007-02-18T01:09
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