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In a poll of 500,000 people, if the occurrence of very wealthy people is 3 out of every 10,000, what is the probability that there exists between 150 to 152 (inclusive) very wealthy people among the 500,000?
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Can we use normal distribution ?
i doubt....but let me see....
^by that i meant show me your proposed solution...
n=500,000 , p =3/10,000 , q= 1-p Now, Mean = np = 150 Standard deviation = (npq)^1/2 = 12.2456 Then, P(150<=X<=152) P((150-150)/12.2456 <=z<=(152-150)/12.2456) P(0<=z<=0.1633) P(z<=0.1633) - P(z<=0)
hmm...i don't think that's applicable...
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this is actually a poisson distribution
i suppose no one knows what it is.....
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