normality, random sampling, independent observations
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confidence interval widens as confidence level increases
because t critical value will increase, the higher the confidence level the larger the margin of error.
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o
population standard deviation
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s
sample standard deviation
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the mean of the standard normal distribution is
always 0
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the mean of the normal distribution
not always 0
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large degree of freedom
thinner distribution
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as n gets larger
t critical will get smaller
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For a normal model, about what percentage of scores fall within 3 standard deviations of the mean?
99.7%
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if extreme values change
it is possible for the mode to change data value occurs more frequently after the change
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how to compute new mean after the addition of a value
multiply original n and mean, then add the new value. Then divide by new population size
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affect of adding new value on large n vs small n
the addition of the same value to a smaller data set will effect the data more. EX: Dividing by 51 instead of 50 has less impact than dividing by 6 instead of 5
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when the mean is greater than the median
skewed right, extreme upper values
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When the mean is less than the median
skewed left
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does removing extreme values have more effect on the mean or the median
more effect on the mean, extreme values do not effect median greatly