The United States Department of Agriculture reports that, under its standard inspection system one in every 100 slaughtered chickens passes inspection for faecal contamination. Find the probability that, in a random sample of 6 slaughtered chickens, at least one passes inspection for faecal inspection.
Let "X=" the number slaughtered chickens passed inspection for faecal contamination: "X\\sim Bin (n, p)."
Given "n=6, p=0.01., q=1-p=0.99."
"=1-\\dbinom{6}{0}(0.01)^{0}(0.99)^{6-0}"
"=0.058519850599"
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