In some experiment, two outcomes are possible: success (with probability 0.4) and failure. How many independent repetitions of this experiment are needed to conclude with probability at least 0.9 that the frequency of the height of success deviates from the probability of success in a single experiment by less than 0.1? Use: Sn (a) Bernstein's inequality (If X ~ B(n,p) then, Vɛ>0 P - ne? p>ɛ <2e4)

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A: Given that  Number of trials n=10  Probability of success p=0.68 X~bin(n,p)

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Q: I need help with this

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Q: (Round to four decimal places as needed.) (a) P(X≥ 68)= (b) What does the result from part (a)…

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A: From the provided information, The probability of rain tomorrow is 158%. That is p = 1.58

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Q: Compute the probability of x successes in the n independent trials of the experiment.

A:

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A: n=7x=3p=0.4Binomial formula for B(n, p):

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A: