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e. Strictly speaking, why is the probability distribution that you obtained in part (d) only approximately correct? What is the exact distribution called?The sampling was actually doneso the trials areand the success probabilityfrom trial to trial. Theexact probability distribution is called a
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SOLVED:Consider the binomial distribution with n=50 and π=0.40. For each part, find the exact binomial probability and the normal approximated probability, using the correction for continuity. a. P(𝐗 ≥15), b, P(7 ≤𝐗 ≤13). c. P(𝐗=9).
SOLVED:Consider the binomial distribution with n=50 and π=0.40. For each part, find the exact binomial probability and the normal approximated probability, using the correction for continuity. a. P(𝐗 ≥15), b, P(7 ≤𝐗 ≤13). c. P(𝐗=9).
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e. Strictly speaking, why is the probability distribution that you obtained in part (d) only approximately correct? What is the exact distribution called?The sampling was actually doneso the trials areand the success probabilityfrom trial to trial. Theexact probability distribution is called a
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SOLVED:Consider the binomial distribution with n=50 and π=0.40. For each part, find the exact binomial probability and the normal approximated probability, using the correction for continuity. a. P(𝐗 ≥15), b, P(7 ≤𝐗 ≤13). c. P(𝐗=9).
SOLVED:Consider the binomial distribution with n=50 and π=0.40…
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