Question: , and Continuous variable, and q = 1 - p, and N, and , and Left skewed distribution , and Data is collected by watching

, and Continuous variable, and q = 1 - p, and N, and , and Left skewed distribution , and Data is collected by watching the behavior of sample, and Data is collected by imposing a treatment on a sample and examining the results, and Data is collected as a result of computer modeling, and Data is collected by asking a series of questions, and Data is collected that does not fairly represent the population, and A measure of the spread or variability of the data set, and n, and r.

Which ones best fits the description for all?

Nominal

Variable with countable number of outcomes

standard Deviation

Population Size

Bell-shaped, Symmetrical

Simulation

Probability of failure

Independent variable in a simple linear regression

most values on right and tail on left

Mean

Experiment

Population standard deviation

variable with infinite outcomes

correlation coefficient

observation

sample variance

bias

significance level

survey

number in the sample

Population variance

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