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A citrus farmer who grows mandarin oranges finds that the diameters of mandarin oranges harvested on his farm follow a normal distribution with a mean diameter of 5.85 cm and a standard deviation of 0.24 cm.
Problem a. Find the probability that a randomly selected mandarin orange from this farm has a diameter larger than 6.0 cm. (Answer to 2 decimal places.)
Problem b. The middle 20% of mandarin oranges from this farm have diameters between and . (Answer to 2 decimal places.)
Problem c. Find the 90th percentile for the diameters of mandarin oranges. (to 2 decimal places).
Problem d. The middle 40% of mandarin oranges from this farm are between and . (Answer to 2 decimal places.)
Problem e. Find the 16th percentile. To 2 decimal places.
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