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Online Tests
Statistics Ics Part 1 Chapter 3 Online Test MCQs With Answers
Question # 1
Which is the suitable average for calculting the average price at which articles are sold.
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Geometric mean
Arithmetic mean
Harmonic mean
Mode
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Question # 2
When all the values in a sereis occur the same numebr of times, then it in not possible to compute the.
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Mean
Median
Mode
Weighted mean
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Question # 3
For positive skewed distribution mean _________ Median __________ Mode.
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=
<
>
None of these
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Question # 4
The formula for the lower quartile is
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Question # 5
If a distribution has two modes, than it is called.
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Uni- model
Bi - mdoel
Tri-model
Multi model
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Question # 6
Geometric mean can be calculated by formula
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Question # 7
Mean is affected by the change of.
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Origin
Scale
Both a and b
None
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Question # 8
The mode of letters in the word STATISTICS is:
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S
T
I
S & T
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Question # 9
Which one of the following is not effected by extreme values
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mean
median
mode
both (a) and (b)
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Question # 10
The median divides the data into------------ equal parts
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One
Two
Three
Four
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Question # 11
When a distribution is symmetrical and has one mode, the highest point on the curve is called the.
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Mode
Median
Mean
All of these
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Question # 12
What is teh major assumption we make when computing a mean from grouped data.
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All values are discrete
Eveery value in a class is equal to the midpoint
No value occurs more than once
Each class contains exactly the same number of values
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Question # 13
teh most frequent value of the data if it exists is.
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A.M
G.M
Mode
Median
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Question # 14
The third quartile is also called
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75
th
percentile
Upper quartile
5
th
deciles
Both (a) and (b)
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Question # 15
The sum of squared deviation is minimum, when deviation are taken form
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Mean
Median
Mode
None of these
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Question # 16
Which of the following is not based upon all the observations.
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A.M
G.M
H.M
Mode
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Question # 17
Sample mean is an
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Estimated statistic
Updating statistic
Biased statistic
Unbiased statistic
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Question # 18
Fora a positively skewed distribution.
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Mean > Mode
Mode > Mean
Median > Mean
None of these
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