First Year ICS Statistics Chapter 3 Online MCQ Test (Measure of Location)

This online test contains MCQs about following topics:

Introduction to measures of location . Arithmetic mean and weighted mean . Geometric mean . Harmonic mean . Median . Quantiles . Mode . Selecting a suitable measure of central tendency

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MCQ's Test For Chapter 3 "Statistics Ics Part 1 Chapter 3 Online Test"

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Statistics Ics Part 1 Chapter 3 Online Test

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Question # 1

Teh suitable average for the qualitative data is.

Question # 2

If X = 0,2,2,4,8,10, then G.M is.

Question # 3

If x̅ = 10 and Y = 5 +2x, then Y̅ is.

Question # 4

Which one of the following is not effected by extreme values

Question # 5

The mean is based on.

Question # 6

If the mean is less than mode, the distribution is.

Question # 7

When all the values in a sereis occur the same numebr of times, then it in not possible to compute the.

Question # 8

For the given data 2,3,7,0,-8 G.M will be.

Question # 9

Which pair of measures cannot be calculated when one of numbers in the seriesis zero.

Question # 10

For negatively skewed distribution mean______ median ______mode. 

Question # 11

The median divides the data into

Question # 12

In which of these cases would the mode be most useful as an indicator of central tendency.

Question # 13

When a distribution is symmetrical and has one mode, the highest point on the curve is called the.

Question # 14

Fora a positively skewed distribution.

Question # 15

Departure from symmetry is called.

Question # 16

Which of the following average cannot be calculated from the observation 2,2,4,4,6,6,8,8,10,10

Question # 17

The mid value of the arrayed data is called

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ICS Part 1 Statistics Chapter 3 MCQs Test

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Sr.# Question Answer
1 Which of the following average is effected by extreme values.
A. Median
B. Mode
C. Arithmetic mean
D. All of these
2 The median of - 3, 0, -5 , is.
A. -3
B. 0
C. -5
D. Does not exist
3 Which of the following is the first step in calculating the median of a data set.
A. Average the middle two values of the data set.
B. Array the data
C. Determine the relative weights of the data values in tems of importance
D. None of these
4 Which is the suitable average for calculting the average price at which articles are sold.
A. Geometric mean
B. Arithmetic mean
C. Harmonic mean
D. Mode
5 If the mean is less than mode, the distribution is.
A. Positively skewed
B. Negatively skewed
C. Symmetrical
D. None of these
6 If the values in a sereis are not of equal importance, we compute the.
A. Median
B. Mean
C. Weighted mean
D. Harmonic mean
7 The suitable average for shoe or collar size is.
A. Geometric mean
B. Arithmetic mean
C. Mode
D. Median
8 When calculating the average rate of debt growth for a company, the correct mean to use is.
A. Arithmetic mean
B. Weigheted arthmetic
C. Geometric mean
D. None of these
9 What is teh major assumption we make when computing a mean from grouped data.
A. All values are discrete
B. Eveery value in a class is equal to the midpoint
C. No value occurs more than once
D. Each class contains exactly the same number of values
10 The letter μ is
A. German
B. Latin
C. Greek
D. None of these
11 Which is appropriate averege for finding the average speed of a journey.
A. Mean
B. Geometric mean
C. Harmonic mean
D. Weighted mean
12 Which of the following average cannot be calculated from the observation 2,2,4,4,6,6,8,8,10,10
A. Mean
B. Median
C. Mode
D. All of these
13 In which of these cases would the mode be most useful as an indicator of central tendency.
A. Every value in a data set occurs exactly once
B. All but three values in a data set occur once, three valeus occur 5 times each
C. All values in a data set occur 10 times each
D. Every observation in a data set has the same value.
14 50th percentile is also called as
A. Mean
B. Mode
C. Average
D. Median
15 Which average cannot be computed if any value is less than zero.
A. G.M
B. Median
C. Mode
D. A.M
16 For negatively skewed distribution mean______ median ______mode. 
A. =
B. <
C. >
D. None to these
17 In symmetrical distribution mean, median & mode are always.
A. zero
B. negative
C. Different
D. Equal

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