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The National Highway Traffic Safety Administration analyzes the crash test data for new cars. One variable measured is the severity of the injury due to a collision. The higher the severity, the higher the points assigned. Assume that the injury rating is normally distributed with a mean (μ) of 605 points and a standard deviation (σ) of 185 points. One of the crash-test cars is randomly selected from the data and its rating is observed.
Find the probability that the rating will fall between 500 and 700 points.

  • statistics -

    Use z-scores.

    Formula:

    z = (x - mean)/sd

    Find two z-scores, using 500 for x and also 700 for x. Mean = 605 and sd = 185.

    Once you find the two z-scores, use a z-distribution table to determine your probability between the two z-scores.

  • statistics -

    .4987
    .4988

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