# Question: Give an example of a population of measurements that would

Give an example of a population of measurements that would not have a normal distribution for each of the following reasons.

a. The measurement can only result in a small number of possible values, instead of the continuum over a substantial range that is required for a normal distribution.

b. The measurement cannot go below 0, but is likely to be skewed to the right because it is extremely high for a small subset of all individuals.

a. The measurement can only result in a small number of possible values, instead of the continuum over a substantial range that is required for a normal distribution.

b. The measurement cannot go below 0, but is likely to be skewed to the right because it is extremely high for a small subset of all individuals.

**View Solution:**## Answer to relevant Questions

Using Table 8.1, a computer, or a calculator, determines the standard score that has the following percentage of the population above it: a. 2% b. 50% c. 75% d. 10% According to the American Red Cross (http://www.redcrossblood.org/learnaboutblood/bloodtypes), the distribution of blood types in the United States is as shown in Table 9.4. a. Draw a pie chart illustrating the blood ...Suppose a real estate company in your area sold 100 houses last month, whereas their two major competitors sold 50 houses and 25 houses, respectively. The top company wants to display its better record with a pictogram ...Figure 9.12a, which displays rising postal rates, is an example of a graph with misleading units because the prices are not adjusted for inflation. The graph actually has another problem as well. Use the checklist in ...Explain how two variables can have a perfect curved relationship and yet have zero correlation. Draw a picture of a set of data meeting those criteria.Post your question