Mathematics
Grade10
Easy
Question
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)
Approximately 95% of data values in a normal distribution within ………. standard deviation of the mean.
- 5
- 2
- 9
- None of the above
The correct answer is: 2
Related Questions to study
Mathematics
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)
Approximately 99.7% of data values in a normal distribution within ………. standard deviation of the mean.
![](data:image/png;base64,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)
Approximately 99.7% of data values in a normal distribution within ………. standard deviation of the mean.
MathematicsGrade10
Mathematics
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)
Approximately ______ of data values in a normal distribution within 1 standard deviation of the mean.
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)
Approximately ______ of data values in a normal distribution within 1 standard deviation of the mean.
MathematicsGrade10
Mathematics
Normal distribution is symmetric about __________
Normal distribution is symmetric about __________
MathematicsGrade10
Mathematics
If the z-score of the normal distribution is 2.5, the mean of the distribution is 45 and the standard deviation of the normal distribution is 3 less than the value of the x for the normal distribution is
Use
If the z-score of the normal distribution is 2.5, the mean of the distribution is 45 and the standard deviation of the normal distribution is 3 less than the value of the x for the normal distribution is
MathematicsGrade10
Use
Mathematics
If the value of x for normal distribution is 35, the mean of normal distribution is 65 and the standard deviation is 25, then the standardized random variable is
Use formula Z = (X −µ)/σ
If the value of x for normal distribution is 35, the mean of normal distribution is 65 and the standard deviation is 25, then the standardized random variable is
MathematicsGrade10
Use formula Z = (X −µ)/σ
Mathematics
The normal distribution is also classified as
The normal distribution is also classified as
MathematicsGrade10
Mathematics
The area under a standard normal curve is ______
The area under a standard normal curve is ______
MathematicsGrade10
Mathematics
For a standard normal variate, the value of the standard deviation is ____
For a standard normal variate, the value of the standard deviation is ____
MathematicsGrade10
Mathematics
For a normal distribution its mean, median, mode are equal.
For a normal distribution its mean, median, mode are equal.
MathematicsGrade10
Mathematics
Skewness of normal distribution is ______
Skewness of normal distribution is ______
MathematicsGrade10
Mathematics
The shape of the normal curve is _______
The shape of the normal curve is _______
MathematicsGrade10
Mathematics
The z-score can be used for _________
The z-score can be used for _________
MathematicsGrade10
Mathematics
Complete the equation:
![z equals fraction numerator square over denominator text Standard deviation end text end fraction](data:image/png;base64,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)
Complete the equation:
![z equals fraction numerator square over denominator text Standard deviation end text end fraction](data:image/png;base64,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)
MathematicsGrade10
Mathematics
In a normal distribution each vertical represents ______ standard deviation.
In a normal distribution each vertical represents ______ standard deviation.
MathematicsGrade10
Mathematics
The empirical rule applicable to ________
The empirical rule applicable to ________
MathematicsGrade10