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Online Tests
Statistics Ics Part 1 Online Test MCQs With Answers
Question # 1
test2
Choose an answer
3
4
2
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Question # 2
The minimum classes may be determine by formula.
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C = 1+3, log (n)
c = √n
X
m
- X
0
Both A and B
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Question # 3
A random variable is also called.
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Chance variable
Stochastic variable
Discrete variable
Both A and B
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Question # 4
For a certain distribution if Σ(x -10) = 5, Σ(x -20) =18 & Σ(x -15) = 0 then the value of Σ is.
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10
15
20
25
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Question # 5
Index number are called:
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Mathematical barometer
Economic barometer
Statistical barometer
Both A and C
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Question # 6
The mean deviation can never be
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Positive
Negative
Zero
None of these
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Question # 7
The difference between largest and smallest observation is called
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Interval
Class interval
Range
Difference
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Question # 8
A relative frequency distribution presents frequencies in terms of
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Fractions
Whole numbers
Percentages
Both a and c but not b
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Question # 9
Title of a table should be in
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Lower case letters
Capital letters
Italic and lower case letters
Twenty letters
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Question # 10
A graph of cumulative frequency is called:
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Histogeram
Frequency polygon
Ogive
Frequency curve
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Question # 11
Is a symmetrical distribution.
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Q1 = Q3
P25 = P50 = P75
A.M = G.M = H.M
A.M = Med = Mode
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Question # 12
Commodities subject to considerable price variation should best be measured by
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Quantity index
Price index
Value index
None of thes
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Question # 13
The base period in fixed base should be
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Current year
Normal year
Highest year
Lowest year
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Question # 14
The probability of getting an odd number when a balanced die is rolled is.
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1/2
1/3
1/4
1/6
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Question # 15
For discrete random variable 'X' the expectation of X I-e E(x) is equal to:
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Σp(x)
Σxp(x)
Σx
2
p(x)
One
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Question # 16
A constant can assume.
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Only one value
More than one value
Different values
No value at all
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Question # 17
If a curve has a longer tail to the left . it is called a.
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Symmetrical curve
Positive skewed curve
Negatively skewed curve
None of these
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Question # 18
The mean of a binomial distribution depends on.
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Parability of success
Parababilyt of failure
Number of trials
Both a and c
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