The standard deviation is a number that measures how far data
Values are from their mean.
Remember that standard deviation
Describes numerically the expected deviation a data value has from the mean. In simple English, the standard deviation
Allows us to compare how “unusual” individual data is compared to the mean.
74.What is the variance for the following set of scores: 2, 2, 2, 2, 2.
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Mean=2
Variance=0
75. R 2 is the notation for:
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Coefficient of determination
76. In a linear regression equation, Y=a + bX, what is the b denote?
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Slope of the line
77. In a linear regression equation, what does a slope of 2.5 indicate?
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For every increase of 1 uniton axis ,there is a decrease of 2.5 units on axis
Correlation coefficient
79. In a linear regression equation, what does a slope of 2.5 indicate?
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For every increase of 1 uniton axis ,there is a decrease of 2.5 units on a axis
80. The rental values (in dollars) of a sample of four available apartments close to the university are
470, 600, 580, 550. The standard deviation of the sample is
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57.15
81. There are three children in a room, ages three, four, and five. If a four-year-old child enters the room, the
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mean
82. The standard deviation of 16 measurements of people's weights (in pounds) is computed to be 5.4. The variance of these measurements is
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83. A set of data has a median that is much larger than the mean. Which of the following statements is most consistent with this information?
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29.16
84. Suppose each employee in the company receives a $3000 raise for next year (each employee's salary is increased by $3000). The median salary for the employees working for the company will
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