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Question 1
If you could stop time and live forever in good health, what age would you pick? Answers to this question were reported in a USA Today Snapshot. The average ideal age for each age group is listed in the following table; the average ideal age for all adults was found to be 41. Interestingly, those younger than 30 years want to be older, whereas those older than 30 years want to be younger. Age Group | Ideal Age | 18 - 24 | 27 | 25 - 29 | 31 | 30 - 39 | 37 | 40 - 49 | 40 | 50 - 64 | 44 | 65 + | 59 |
Age is used as a variable twice in this application. * The age of the person being interviewed is not the random variable in this situation. Explain why and describe how “age” is used with regard to age group. It is * What is the random variable involved in this study? Describe its role in this situation. The random variable is the ideal age there was no one answer to this question and people pick the age that was ideal for them. It give a random view of what people in certain age group that was an ideal age. * Is the random variable discrete or continuous? The variable is continuous there was a continuous number that could be named any age that the groups want to be as their ideal age.
Question 2
Find the area under the normal curve that lies to the left of the following z-values. * Z=-1.30 * Z=-3.20 * Z=-2.56 *

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