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Past records show that the times, in seconds, take to run 100m by children at a school can be modelled by a normal distribution witha mean of 16.12 and a standard deviation of 1.60. (a) find that the probability that a child runs 100m in less than 15s. (b) certs awarded to fastest 30% of race. estimate to 2dp the slowest time taken to run the 100m race
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any???
X~N(16.12, 1.60^2)
lalaly to the rescue ^_^
Let x be the random variable that represents the time in seconds P(X<15)=\[P(Z<\frac{15-16.12}{1.6})\]then find it from the table
how about b?
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b was the one i wanted, but i thought it would need a too
i need (b)
answer to (a) is 0.242
1-theta(0.7)
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