The binomial distribution function:
P(x=k)=nCk(pk)(1–p)n−kn=5k=5P(x=5)=5C5(0.565)(0.440)=0.0551P(x=k) = nC^k(p^k)(1 – p)^{n-k} \\ n = 5 \\ k = 5 \\ P (x = 5) = 5C^5(0.56^5)(0.44^0) = 0.0551P(x=k)=nCk(pk)(1–p)n−kn=5k=5P(x=5)=5C5(0.565)(0.440)=0.0551
The probability that 5 Americans live paycheck to paycheck = 0.0551 or 5.5 %
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