Exam 6: Probability and the Normal Distribution

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If we are interested in knowing the proportion of the normal distribution that is associated with two scores that are located on both sides of the mean, then we would

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Which of the following terms can be used interchangeably?

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A die (singular of dice) has six sides. What is the probability of rolling a 3?

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In a normal distribution, what proportion of the population will have a z-score between +1.00 and +2.33?

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What z-score value is associated with the highest 2.5% of a normal distribution?

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For a normal distribution p(z < +2.33) =

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A normally distributed set of scores has a μ = 58 and a σ = 6. What is the probability that a randomly selected score will fall between 55 and 61?

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In a normal distribution, what proportion of the population will have a z-score between -.90 and +1.63?

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Probability is determined by

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You open a "fun size" bag of chocolates covered in a hard shell and find that there are 4 green, 6 yellow, 5 red, and 3 brown candies. If you reach in the bag and withdraw a piece of candy, what is the probability that it will be red?

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A normally shaped distribution has a μ = 85 and a σ = 5. What raw score separates the lower 25% from the upper 75% of the distribution?

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For a normal distribution, p(z < -1.68) =

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To find the z-score value associated with the highest 35% of the normal distribution, first translate the 35% into a proportion, then look in _____________ of the normal distribution table before looking for the associated z-score.

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The proportion of the normal distribution that is associated with a z-score greater than +2.50 is .0662. What percentage of the population has a z-score value greater than +2.50?

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Column A of the Normal Distribution Table

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What proportion of the normal distribution is associated with z-scores greater than +1.50?

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Which two columns of the Normal Distribution Table, when added together, equal one?

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Column C of the Normal Distribution Table

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Karina took an assessment on creativity which resulted in a normal distribution curve. 68% of those who took the assessment scored below her. What is Karina's z-score?

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For a normal distribution, p(z > -3.05) =

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