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September 25, 2025, 10:45:09 pm

Author Topic: Probability  (Read 1252 times)  Share 

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Tea.bag

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Probability
« on: September 04, 2008, 06:33:27 pm »
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DOnt get it.

It is known in a certain town that on any evening 35% of people will not be at home. What is the probability that a telemarketer will need to make five phone calls before finding someone at home on the sixth call?
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Collin Li

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Re: Probability
« Reply #1 on: September 04, 2008, 06:36:09 pm »
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We want this sequence of events:

FFFFFS,

where F = fail, S = success


bucket

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Re: Probability
« Reply #2 on: September 04, 2008, 11:15:46 pm »
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tree diagrams help heaps with these things.
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excal

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Re: Probability
« Reply #3 on: September 05, 2008, 12:23:54 am »
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tree diagrams help heaps with these things.

Yeah, but you don't *need* them unless you're dealing with Markov chains (that is, where the posterior probabilities are different depending on the prior probabilities).

As coblin decuded, for independent events F and S,

« Last Edit: September 05, 2008, 12:27:08 am by Excalibur »
excal (VCE 05/06) BBIS(IBL) GradCertSc(Statistics) MBBS(Hons) GCertClinUS -- current Master of Medicine candidate
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Collin Li

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Re: Probability
« Reply #4 on: September 05, 2008, 12:32:28 am »
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Hehe, probably don't want to draw a 5-step tree diagram:

branches :P

excal

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Re: Probability
« Reply #5 on: September 05, 2008, 12:42:03 am »
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Hehe, probably don't want to draw a 5-step tree diagram:

branches :P

Well...there's that too :P
excal (VCE 05/06) BBIS(IBL) GradCertSc(Statistics) MBBS(Hons) GCertClinUS -- current Master of Medicine candidate
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bucket

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Re: Probability
« Reply #6 on: September 06, 2008, 12:15:00 am »
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you only need the initial and the transition part lol.
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