Assume for a moment that we have a population distribution that is negatively skewed. Which probability distribution becomes normal as the size of the sample increases?
population distribution
sample distribution
sampling distribution
None of the above
The standard error of the mean refers to the standard deviation of the...
normal distribution
population
sample
sampling distribution
None of the above
Which type of error can be quantitatively measured:
sampling error
non-sampling error
both
neither
The purpose of statistical inference is to provide information about the
sample based upon information contained in the population
population based upon information contained in the sample
mean of th sample based upon the mean of the population
population based upon information contained in the population
The closer the sample mean is to the population mean,
the larger the sampling error
the smaller the sampling error
the sampling error equals 1
none of these alternatives is correct
For a uniform probability density function,
the height of the function cannot be larger than one
the height of the function is the same for each value of x
the height of the function is different for various values of x
the height of the function decreases as x increases
In a standard normal distribution, the
mean and the standard deviation are both 1
mean is 1 and the standard deviation is 0
mean is 0 and the standard deviation is 1
mean and standard deviation can have any value
The highest point of a normal curve occurs at
one standard deviation to the right of the mean
two standard deviation to the right of the mean
three standard deviation to the right of the mean
the mean
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Assume for a moment that we have a population distribution that
is negatively skewed. Which probability distribution becomes normal
as the size of the sample increases?
Answer: Sampling distribution
The standard error of the mean refers to the standard deviation of
the...
Answer: sampling distribution
Which type of error can be quantitatively measured:
Sampling Error
The purpose of statistical inference is to provide information
about the
Answer:population based upon information contained in the
sample
The closer the sample mean is to the population mean,
Answer: the smaller the sampling error
For a uniform probability density function,
Answer: the height of the function is the same for each value of
x
In a standard normal distribution, the
Answer: mean is 0 and the standard deviation is 1
The highest point of a normal curve occurs at
Answer: the mean
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