First Year ICS Statistics Chapter 7 Online MCQ Test (Random Variables)

This online test contains MCQs about following topics:

Introduction to random variables . Random numbers and their generation . Application of random number . Concept of random variable and their construction from different fields . Discreate and continuous random variables

ICS Part 1 Statistics Chapter 7 Test

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MCQ's Test For Chapter 7 "Statistics Ics Part 1 Chapter 7 Online Test"

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  • Total Questions17

  • Time Allowed20

Statistics Ics Part 1 Chapter 7 Online Test

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Question # 1

Which of the following is suitable for discrete probability distribution.

Question # 2

Which of the following cannot be probability of an event.

Question # 3

Which is the impossible event when a dice is rolled.

Question # 4

If a Vann diagram is drawn for events A and B which are mutually exclusive, which f the folloiwng would always be true of A and B.

Question # 5

If x and y are independent random variables, E(xy)

Question # 6

The coins are tossed, the porbability of two tails is euql to.

Question # 7

When two dice are rolled, the numebr of possible sample points is.

Question # 8

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Question # 9

probability distribution of a continuous random variable can be presented by.

Question # 10

The result of no interest of an experiment is called.

Question # 11

Waht is the probability that a ball drawn at random from the bag is.

Question # 12

Why are the outcomes of a coin tossing mutually exclusive.

Question # 13

Is the tossing of two perfect coins the probability at least one head occur is.

Question # 14

If y =-7x then E(y) = ...............

Question # 15

E(y-μ) is equal to

Question # 16

If the random variable x denotes the number of heads of when three distinct coins are tossed k the X assumes values.

Question # 17

E(Y2) -[E(y)]2 is the formula, and to compute.

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ICS Part 1 Statistics Chapter 7 MCQs Test

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Sr.# Question Answer
1 The simplest form of the continues distribution is the
A. Skewed distribution
B. Kurtic distribution
C. Binomial distribution
D. Uniform distribution
2 The probability of getting two red balls with replacement from a bag containing 4 red, 3 white and 3 black balls is.
A. 4/25
B. 1/25
C. 9/100
D. 2/25
3 If a is a constant then E(a) is equal to
A. a
B. Square of a
C. Zero
D. 2a
4 For a constant K ,the variance of K.
A. Zero
B. A-2
C. K
D. None of these
5 A student soved 25 questions from first 50 questios of a book to be solved. The prob, that he will solve the remaining all questions.
A. 0.25
B. 0.51
C. 1
D. 0
6 E(x - μ) is equal to:
A. E(x)
B. zero 
C. μ
D. X - μ
7 If the random variable x denotes the number of heads when three distinct coins are tossed, the x assumes values
A. 0, 1, 2, 3
B. 1, 3, 3, 1
C. 1, 2, 3
D. None of these
8 Which is the impossible event when a dice is rolled.
A. 5 or 6
B. 6 or 7
C. 2 or 3
D. 1
9 When a pair of dice is rolled, the sum of upperemost dots vary from.
A. 0 to 10
B. 1 to 11
C. 2 to 19
D. 2 to 12
10 If x is a random variable with E(x) = 5 then E (3x - 2) =
A. 0
B. 1
C. 13
D. 15
11 Which of the following cannot be probability of an event.
A. 0
B. 1
C. 0.32
D. 1.00
12 The probability of an event connot be.
A. = 0
B. > 0
C. =1
D. < 0
13 Events with equal probabilities are called.
A. Mutually exclusive events
B. Exhauative events
C. Eqauily likely events
D. Simple events
14 When two dice are rolled, the maximum totla on the two faces of dice will be.
A. 2
B. 6
C. 12
D. 36
15 For discrete random variable 'X' the expectation of X I-e E(x) is equal to:
A. Σp(x)
B. Σxp(x)
C. Σx2p(x)
D. One
16 E(x) = Σxf(x) if it ________ absolutely.
A. Equal
B. Converges
C. Discrete 
D. None of these
17  Var (3x+2)
A. 3Var(x) + 2
B.  9Var(x) +2
C. Var (x) + 0 
D. 3Var (X)

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