An urn contains six oh simultaneously What numbered 1 to 6 Three are drawn out s

Question

An urn contains six oh simultaneously What numbered 1 to 6 Three are drawn out simultaneously. What outcomes are in the event of "Second smallest chip is a 3"? Assume that the order of the chips is irrelevant. A telemarketer is planning to setup a phone bank to bilk widows with a Ponzi scheme. His past experience (prior to his most recent incarceration) suggests that each phone will be in use half of the time. For a given phone at a given time, let 0 indicate that the phone is available and let 1 indicate that a caller is on the line. Suppose that the telemarketer's "bank" is compromised of 4 telephones. Write out the outcomes in the sample space. What outcomes would make up the event that exactly two phones are being used? Suppose the telemarketer had k phones. How many outcomes would allow for the possibility that at most more call could be received?

Explanation / Answer

Problem #3:

If the second smallest chip is 3, then exactly one of the chips is 1 or 2, and exactly one of the chips is 4 or 5 or 6.

Hence, the outcomes are

{(1,3,4), (2,3,4), (1,3,5), (2,3,5), (1,3,6), (2,3,6)} [ANSWER]

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