# Miscellaneous Quiz / Standard Normal Distribution

Random Miscellaneous or Definition Quiz

## Can you name the terms of chapter 6 by their definition?

#### by KDuff447  Plays Quiz not verified by Sporcle

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If a continuous random variable has a distributin with a graph that is symmetric and bell-shaped
a continous random variable has this if its values are spread evenly over the range of possibilities. The graph of a uniform distribution results in a rectangular shape.
a normal probability distribution with mean=0 sd =1. The total area under its density curve is equal to 1.
the distribution of all values of the statistic when all possible samples of the same size n are taken from the same population.
the distribution of sample means, with all samples having the same sample size n taken from the same population
the distribution of sample variances, with all samples having the same sample size n taken from the same population
the distribution of sample proportions, with all samples having the same sample size n taken from the same population
mean, variance, proportion
median, range, standard deviatin
a graph of points where each x value is from the original set of sample data, and each y value is the corresponding z score that is a quantile value expected from the standard norm
Requirement of Standard Normal Distributioncurve must
ClueExtra
Requiremenet of Standard Normal Distributiongraph is
Requirement of Standard Normal Distributionmean= 0, sd=(x,x)
Requirement for density curvearea under curve must
Requirement for density curvecurve cannot
Requirement for density curveevery point on the curve must have a height of at least
A continuous variable has a __________________ distribution if its values are spread evenly over the range of possibilities
Which three terms can be used interchangeably when working with normal distributions?
Descriptors of normal distribution of a random variablegraph is centered around
Descriptors of normal distributions of a random variable?the graph of the distribution is ____ shaped
descriptor of a normal distribution of a random variable

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Created Nov 14, 2011
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