True and False Flashcards

To get the right answer :) (58 cards)

1
Q

The median is a measure of spread

A

False

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2
Q

The median is a measure of center

A

True

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3
Q

The mean is a measure of spread

A

False

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4
Q

The mean is a measure of center

A

True

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5
Q

The mean is resistant

A

False

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6
Q

The median is not resistant

A

False

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7
Q

The range is a measure of spread

A

True

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8
Q

The range is resistant

A

False

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9
Q

The IQR is a measure of spread

A

True

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10
Q

The IQR is resistant

A

True

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11
Q

The variance is a measure of spread

A

True

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12
Q

The standard deviation is a measure of center

A

False

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13
Q

The variance is resistant

A

False

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14
Q

The standard deviation is not resistant

A

True

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15
Q

The median is better than the mean to measure the center of a data set when the data has outliers

A

True

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16
Q

The range is the worst measure of spread

A

True

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17
Q

The five number summary consists of: minimum, Q1, median, Q3, maximum

A

True

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18
Q

Any data value that is more than 1.5 IQR above Q3 is an outlier

A

True

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19
Q

Any data value that is more than 1.5 IQR below Q1 is an outlier

A

True

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20
Q

Any data value that is more than 1.5 IQR away from Q3 is an outlier

A

False

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21
Q

Any data value that is more than 1.5 IQR away from Q1 is an outlier

A

False

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22
Q

Any data value that is more than 1.5 IQR away from the median is an outlier

A

False

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23
Q

Any data value that is within two standard deviations from the mean is an outlier

A

False

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24
Q

Any data value that is more than two standard deviations away from the mean is an
outlier

25
The five-number summary of the linear transformed data is the transformed five number summary of the original data
True
26
The mean of the linear transformed data is the transformed mean of the original data
True
27
The variance of the linear transformed data is the transformed variance of the original data
False (it does transform bur it's y=a^2x+b instead of y=ax+b)
28
The median of the linear transformed data is the transformed median of the original data
True
29
The IQR of the linear transformed data is the linear transformed IQR of the original data
True
30
The mean of the rescaled data is the rescaled mean of the original data
True
31
The variance of the linear transformed data is the transformed variance of the original data
False
32
The standard deviation of the linear transformed data is the transformed standard deviation of the original data
False
33
If you rescale a date set (multiplying every data value by a positive constant): the standard deviation of the rescaled data is the rescaled standard deviation of the original data
True
34
If you rescale a date set (multiplying every data value by a positive constant): The IQR of the rescaled data is the rescaled IQR of the original data
True
35
If you rescale a date set (multiplying every data value by a positive constant): The mean of the rescaled data is the rescaled mean of the original data
True
36
If you rescale a date set (multiplying every data value by a positive constant): The median of the rescaled data is the rescaled median of the original data
True
37
f you rescale a date set (multiplying every data value by a positive constant): The range of the rescaled data is the rescaled range of the original data
True
38
If you rescale a date set (multiplying every data value by a positive constant): The variance of the rescaled data is the rescaled variance of the original data
False
39
Approximately 68% of the values in a data set lies within one standard deviation of the mean
True
40
Approximately 95% of the values in a data set lies within two standard deviation of the mean
True
41
In a bell-shaped data set, approximately 5% of the data values lies more than two standard deviations away from the mean
True
42
In a bell-shaped data set, approximately 32% of the data values lies more than one standard deviation away from the mean
True
43
In a symmetric data set, approximately 68% of the data values lies within one standard deviation of the mean
True
44
Approximately 95% of the values in a data set lies within two standard deviation of the mean
True
45
Independent events cannot occur together
False
46
Disjoint events cannot occur together
True
47
Any two disjoint events cannot be independent
True
48
Any two independent events cannot be disjoint
True
49
For any random variable X, P(X = 3) is always 0
False
50
For any continuous random variable X, P(X = 3) is always 0
True
51
For the right-skewed data, the mean should be greater than the median
True
52
For the left-skewed data, the mean should be greater than the median
False
53
For the symmetric data, the mean and median should be approximately equal
True
54
z-scores do not have unit
True
55
z-scores can be used to compare values from different populations
True
56
The mean of z-scores for all values in a data set is always 0
True
56
z-score of a value gives how many standard deviations that value is a way from the mean
True
57
The variance of z-scores for all values in a data set is always 1
True