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Online Tests
Statistics Ics Part 1 Online Test MCQs With Answers
Question # 1
Median divides the data into
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2 parts
3 parts
4 parts
10 parts
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Question # 2
The suitable average for shoe or collar size is.
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Geometric mean
Arithmetic mean
Mode
Median
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Question # 3
Value of commodity can be calculate by the formula
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P
o
x P
n
Price x volume
Price x quantity
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Question # 4
The letter used as a symbol for population mean is
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μ
-
Φ
x
σ
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Question # 5
Which index numbers are used to measure the buying power of the money
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Wholesale Price index number
Money index number
Simple index number
Price index number
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Question # 6
Give classes, 1 - 6, 6 - 10...... class interval is.
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5.5
3
4
5
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Question # 7
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 # 8
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 # 9
Smoking habits of residents of a city are.
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Qualitative data
Quantitative data
Discrete data
Continuous data
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Question # 10
If Laspeyre's index numebr is 200, Paasche's index numebr is 200 , then Fisher's index numebr is.
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100
200
Zero
1000
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Question # 11
If Mean = 25 and S
2
=25 the C.V is
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100%
25%
20%
None of these
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Question # 12
The amout of milk given by a cow is a.
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Qualitative variable
Discrete variable
Continuous variable
Constant
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Question # 13
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 # 14
if X and Y are independent random varaibesl the S.D. (X-Y) is equal to
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Var (X) - var (Y)
Var (X) + Var (Y)
E(X-Y)2
E(X + Y)2
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Question # 15
The binomial distribution is symmetrical when:
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P > q
p = 1/2
Probability of success & probability of failure are equal
Both (B) and (C)
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Question # 16
When two dice are rolled, the maximum totla on the two faces of dice will be.
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2
6
12
36
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Question # 17
Variance of σ
2
is equal E to (Y
2
) - _______?
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E (y)
[E(y)]
2
E(y
2
)
None of these
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Question # 18
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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