Chapter 2: Q 63. (page 140)
Sudoku Refer to Exercise Find the percentile of Mrs. Starnes’s
Sudoku times for easy puzzles.
Short Answer
percentile is minutes.
Chapter 2: Q 63. (page 140)
Sudoku Refer to Exercise Find the percentile of Mrs. Starnes’s
Sudoku times for easy puzzles.
percentile is minutes.
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Get started for freePut a lid on it! At some fast-food restaurants, customers who want a lid for their drinks get them from a large stack left near straws, napkins, and condiments. The lids are made with a small amount of flexibility so they can be stretched across the mouth of the cup and then snuggly secured. When lids are too small or too large, customers can get very frustrated, especially if they end up spilling their drinks. At one particular restaurant, large drink cups require lids with a “diameter” of between and inches. The restaurant’s lid supplier claims that the mean diameter of their large lids is inches with a standard deviation of inches. Assume that the supplier’s claim is true.
(a) What percent of large lids are too small to fit? Show your method.
(b) What percent of large lids are too big to fit? Show your method.
(c) Compare your answers to (a) and (b). Does it make sense for the lid manufacturer to try to make one of these values larger than the other? Why or why not?
The weights of laboratory cockroaches can be modeled with a Normal distribution having mean grams and standard deviation grams. The following figure is the Normal curve for this distribution of weights.
Point C on this Normal curve corresponds to
Wear your helmet! Many athletes (and their parents) worry about the risk of concussions when playing sports. A football coach plans to obtain specially made helmets for his players that are designed to reduce the chance of getting a concussion. Here are the measurements of head circumference (in inches) for the players on the team:
a. Antawn, the team’s starting quarterback, has a head circumference of inches. What is Antawn’s percentile?
b. Find the head circumference of the player at the percentile of the distribution.
At some fast-food restaurants, customers who want a lid for their drinks get them from a large stack near the straws, napkins, and condiments. The lids are made with a small amount of flexibility so they can be stretched across the mouth of the cup and then snugly secured. When lids are too small or too large, customers can get very frustrated, especially if they end up spilling their drinks. At one particular restaurant, large drink cups require lids with a “diameter” of between and inches. The restaurant’s lid supplier claims that the diameter of its large lids follows a Normal distribution with a mean of inches and a standard deviation of inches. Assume that the supplier’s claim is true.
Put a lid on it!
a. What percent of large lids are too small to fit?
b. What percent of large lids are too big to fit?
c. Compare your answers to parts (a) and (b). Does it make sense for the lid manufacturer to try to make one of these values larger than the other? Why or why not?
Runners’ heart rates The following figure is a Normal probability plot of the heart rates of male runners after minutes of exercise on a treadmill. Use the graph to determine if this distribution of heart rates is approximately Normal.
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