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Punjab (PTB) · Quarter book test · Free

2nd Year Business Statistics 3rd Quarter Book Paper

40 marks · 1 hour · 28 questions. Covers: CHAP 5: Basic Set Theory and Counting Techniques, CHAP 6: Probability Theory.

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2nd Year Business Statistics 3rd Quarter Book Paper

2nd Year · Business Statistics · Punjab (PTB)

Name: ____________Roll No: ________Class/Section: ________Date: ________Total marks: 40Time: 1 hour

Q1. Multiple choice questions (Attempt all · 12 × 1 = 12)

  1. A set which conatin countless elements is called:

    1. Sub set

    2. Universal set

    3. Finite set

    4. Infinite set

  2. If  then A and B are:

    1. Disjoint

    2. Mutually Exclusive

    3. Not mutually

    4. Both A and B

    1. None of these

  3. The probability of getting head on a single throw of a coin is:

    1. None of these

  4. The set of all possible outcomes of a random experiment is called:

    1. Null set

    2. Samples space

    3. Empty

    4. Impossible

  5. An ordinary arrangement of object is called:

    1. Combination

    2. Permutation

    3. Sample space

    4. Factorial

  6. If  then events A and B are:

    1. Not mutually exclusive event

    2. Mutually exclusive event

    3. Equally likely events

    4. Independent events

  7. A set, which conatins no element is called:

    1. Subset

    2. Sample space

    3. Null set

    4. None of these

  8. The probability of an event must be:

    1. Negative

    2. Non negative

    3. Greater than 1

    4. Less then zero

  9. A non-ordinary arrangement  of things is called:

    1. Permutation

    2. Combination

    3. Order pair

    4. Set

  10. The probability of drawing any one spade from pack of 52 cards is:

Q2. Short questions (Attempt any 8 of 12 · 8 × 2 = 16)

  1. What is meant by universal set?

  2. Define exhaustive events.

  3. Define set.

  4. What is the range of probability.

  5. How many committee of 4 persons can be taken from 12 persons?

  6. Define dependent events.

  7. Differentiate between permutation and combinations.

  8. Write a sample space for toss of fair cubical die.

  9. Define combination.

  10. Distinguish between sure event and impossible event.

  11. Define infinite set.

  12. What is trail.

Q3. Long questions (Attempt any 3 of 4 · 3 × 4 = 12)

  1. Let A={1,2,3,4}, B={2,4,6,8} and C={3,4,5,6} Find:(i)   (ii)  (iii)  (iv) 

  2. One integer is chosen at random from the numbers 51, 52, 53 ...... 100. What is the probability that the number chosen is divisible by (i) 10  (ii) 6?

  3. Write down the subsets of the sets: A={a,b,c} and B={2,4,6,8}

  4. A die is rolled. What is the probability that it shows:  (i) Odd numbers  (ii) Even numbers