There are 250 dogs at a dog show that weigh an average of 12 pounds, with a standard deviation of 8 pounds. If 4 dogs are chosen at random, what is the probability that the average weight is greatee that 8 pounds
Solution:
Given, "\\mu=12,\\sigma=8,n=4"
"X\\sim N(\\mu,\\sigma)"
"P(X>8)=P(z>\\dfrac{8-12}{8\/\\sqrt{4}})=P(z>-1)\n\\\\=1-P(z\\le-1)=1-[1-P(z\\le1)]\n\\\\=P(z\\le1)=0.84134"
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