8th Chapter

ICS Part 1 Statistics Chapter 8 MCQs Test

First Year Statistics Chapter 8 Online MCQ Test for 1st Year Statistics Chapter 8 (Probability Distributions)

This online test contains MCQs about following topics:

Introduction to probability distributions . Probility mass function . Probabilty density function . Simple univariate discrete and continuous distributions . Drawing of probability mass function and probability density function . Expectation and variance of the simple discrete random variable . Distribution function

ICS Part 1 Statistics Chapter 8 Test

Start Chapter 8 Test

ICS Part 1 Statistics Chapter Wise Test

First Year Statistics Chapter 8 Online MCQ Test for 1st Year Statistics Chapter 8 (Probability Distributions)

Sr. # Questions Answers Choice
1 The probability of success ------------ from one trial to another when trials are dependent
  • A. Remains constant
  • B. Is changed
  • C. One
  • D. Zero
2 If C is a non -random variabe than E (C) is.
  • A. c
  • B. 0
  • C. 1
  • D. x
3 Binomial distribution is used when n is
  • A. Large
  • B. Small
  • C. Negative
  • D. Zero
4 The mean of binomial distribution is always:
  • A. Equal to variance
  • B. Less than variance
  • C. Greater then variance
  • D. None of the these
5 A copntinuous probability distribution may be represented by.
  • A. A table
  • B. a graph
  • C. A mathmethical equation
  • D. Botha b and c
6 In binomial distribution, the random variable  has a range:
  • A. 0,1,2...................n
  • B. 0,1,2,......+∞
  • C. -∞ to +∞
  • D. ∞ to +0
7 In binomial experiment successive trials are:
  • A. Dependent
  • B. Independent
  • C. May be independent or dependent
  • D. None of these
8 The binomial distribution is symmetrical when:
  • A. P > q
  • B. p = 1/2
  • C. Probability of success & probability of failure are  equal
  • D. Both (B) and (C)
9 In hypergeometric distribution, the successive trials are.
  • A. Dependent
  • B. Independent
  • C. Both (A) & (B)
  • D. None of these
10 A fair die is rolled three times. The probability of getting three "aces" is
  • A. 1/3
  • B. 1/6
  • C.
  • D.

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