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Unit 2 Review

  •  English    14     Public
    Covers content from chapters 4, 5, & 6
  •   Study   Slideshow
  • What is the probability that the selected person refused to answer?
    156/1205 or 0.129
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  • What is the probability that a selected person either refused to answer or is between 30-49?
    537/1205 or 0.446
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  • What is the probability that someone selected responded and is over 60?
    202/1205 or 0.168
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  • If two people are selected, what is the probability that both responded and are between 22-29?
    0.035
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  • If two people are selected, what is the probability that at least one of them responded?
    0.983
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  • In a population, about 40% of people have brown eyes, 35% have blue, 12% have green, 7% have gray, and 6% have hazel. If two are selected, find the probability that at least one has brown eyes.
    0.64
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  • In Ohio's Pick 4 game, you pay $1 to select a sequence of four digits, such as 7709. If you buy only one ticket and win, your prize is $5,000 and your net gain is $4,999.​ If you buy 1 ticket, what is the probability of winning?
    1 / 10,000 or 0.0001
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  • In Ohio's Pick 4 game, you pay $1 to select a sequence of four digits, such as 7709. If you buy only one ticket and win, your prize is $5,000 and your net gain is $4,999.​ What is the expected value?
    -50¢
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  • If boys and girls are equally likely, groups of 400 births have a mean of 200 girls and a standard deviation of 10 girls. Is 185 girls in 400 births an unusually low number?
    No. The value is within two standard deviations of the mean.
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  • Find the z-score
    z = 1.15
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  • Find the area
    area = 0.9492
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  • The overhead reaches of adult females are normally distributed and have the following parameters: µ = 205.5cm, ? = 8.6cm. If 49 adult females are randomly selected, find the probability that their mean overhead reach is less than 207.0cm
    0.8888 (tech: 0.8889)
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  • The overhead reaches of adult females are normally distributed and have the following parameters: µ = 205.5cm, ? = 8.6cm. If 1 adult female is randomly selected, find the probability that their mean overhead reach is greater than 218.4cm
    0.0668
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  • Find the probability that someone uses drugs given that they had a negative test result.
    6/866 or 0.0069
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