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Online Tests
Statistics Ics Part 1 Chapter 4 Online Test MCQs With Answers
Question # 1
The mean deviation of dispersion can be negative.
Choose an answer
Often
Sometimes
Always
Never
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Question # 2
Pearson's co-efficient of skewness is positive when distribution is
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Negatively skewed
Positively skewed
Symmetrical
Leptokurtic
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Question # 3
The mean deviation is least if deviations are taken from
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A.M
Mode
G.M
Median
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Question # 4
The variance of 4,4,4,4,4 is.
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-4
(4)
2
8
0
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Question # 5
The sum of absolute deviation form median is.
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zero
negative
least
maximum
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Question # 6
For a moderately skewed dsitribution, whihc of the following emprical formula holds.
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M.D. = 4/5(S.D)
Q.D. = 2/3 (S.D)
Q.D . = 5/6 (M.D.)
All of these
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Question # 7
Which is a poor measure of dispersion in open-end distribution.
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Range
Standard deviation
Variance
A.M
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Question # 8
In measure of relative dispersion unit of measurement is.
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Changed
Vanishes
Does not vanishes
None of these
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Question # 9
The variance of constant is always
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Constant
One
Positive
Zero
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Question # 10
Moment ratios b1 and are.
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Expressed in original unit of the data
Dimensionless quantities
Independent of origin and scale of messurement
Both b and c
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Question # 11
Relative depression is of types.
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1
4
3
2
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Question # 12
Karl Pearson's 1
st
co-efficient of skewness is given by formula
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None of these
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Question # 13
If Y=X + A , trhe range of Y =
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Range (X)
Range (X) + A
Zero
A
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Question # 14
The most popular measure of dispersion in industry and meteorology is.
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Range
Quartile deviation
Mean deviation
Standard deviation
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Question # 15
Which of the following statements is correct.
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Every symmetrical curve is measokurtic
Standard deviation is the mean squared deviations from the mean
The standard deviation of a constant is constant
Teh second moment about zero equals variance.
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Question # 16
In symmetrical distribution if Q1 = 4, Q3 = 12 then median is.
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4
6
8
zero
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Question # 17
β is a letter
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German
Greek
Latin
Dutch
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Question # 18
The lack of symmetry is called________.
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consistent
skewness
Equidistant
Kurtosis
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