Option A: P(AorB) =0
Option B: P(AandB)=0
Option C: P(AnorB)=0
Option D: P(AeitherB)=0
Correct Answer: P(AandB)=0 ✔
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Option A: Dependent
Option B: Independent
Option C: Overlapped
Option D: None of These
Correct Answer: Dependent ✔
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Option A: The mean and variance of the distribution are same (equal)
Option B: The probability of success is always greater than 5
Option C: The number of trials is always less than 5
Option D: it always contains a contingency table
Correct Answer: The mean and variance of the distribution are same (equal) ✔
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Option A: It must have a value between 0 and 1
Option B: It can be reported as a decimal or a fraction
Option C: A value near 0 means that the event is not likely to occur/happens
Option D: It is the collection of several experiment
Correct Answer: It is the collection of several experiment ✔
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Option A: Independent
Option B: Mutually exclusive
Option C: Bayesian
Option D: Empirical
Correct Answer: Independent ✔
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Option A: 4/36
Option B: 13/36
Option C: 21/36
Option D: 15/36
Correct Answer: 15/36 ✔
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. If the occurrence of one event means that another cannot happen, then the events are __________?
Option A: Independent
Option B: Mutually Exclusive
Option C: Bayesian
Option D: Empirical
Correct Answer: Mutually Exclusive ✔
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Option A: 5
Option B: 5×5
Option C: 1
Option D: None of these
Correct Answer: 1 ✔
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Option A: 1.2.3.4,………
Option B: 1.2.3……(n-2) (n-1) (n)
Option C: n. (n-1) (n-2)…………..3.2.1.0
Option D: None of these
Correct Answer: B. 1.2.3……(n-2) (n-1) (n) ✔
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Option A: 1/4
Option B: 2/4
Option C: 3/4
Option D: 4/4
Correct Answer: 3/4 ✔
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The probability of getting exactly three tails when three balanced coins are tossed once __________?
Option A: 1/8
Option B: 2/8
Option C: 5/8
Option D: 7/8
Correct Answer: 1/8 ✔
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Option A: 18/36
Option B: 9/36
Option C: 6/36
Option D: 12/36
Correct Answer: 18/36 ✔
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Option A: 7/12
Option B: 6/12
Option C: 12/12
Option D: 4/12
Correct Answer: 6/12 ✔
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Option A: 1/6
Option B: 2/6
Option C: 3/6
Option D: 6/6
Correct Answer: 3/6 ✔
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Option A: 13/52
Option B: 12/52
Option C: 16/52
Option D: 3/52
Correct Answer: 12/52 ✔
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Option A: Positive
Option B: Zero
Option C: None of these
Option D: Negative
Correct Answer: Negative ✔
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Option A: Appeared
Option B: Exactly
Option C: Space
Option D: Elementary event
Correct Answer: Elementary event ✔
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Option A: 16
Option B: 24
Option C: 12
Option D: Non of these
Correct Answer: 12 ✔
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Option A: Equally
Option B: Events
Option C: Outcomes
Option D: Objects
Correct Answer: Equally ✔
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Option A: Dependent events
Option B: Independent events
Option C: Equally likely events
Option D: Mutually Exclusive events
Correct Answer: Independent events ✔
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Option A: Fifty %
Option B: Twenty %
Option C: 60%
Option D: 30%
Correct Answer: Fifty % ✔
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Option A: Equally likely events
Option B: Exhaustive events
Option C: Mutually Exhaustive events
Option D: dependent events
Correct Answer: Equally likely events ✔
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Option A: P(AUB)=P(A) + (B)
Option B: P(AUB) = P(A) + P(B) – P(A∩B)
Option C: P(A∩B) = P(A) + P(B) + P(A∩B)
Option D: P(A∩B) = P(A). P(B
Correct Answer: P(AUB)=P(A) + (B) ✔
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Option A: Mutually exclusive
Option B: Exchaustive
Option C: Likely
Option D: Probability
Correct Answer: Likely ✔
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Option A: As any other
Option B: both event occurs
Option C: One occurs
Option D: not both occurs
Correct Answer: As any other ✔
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Option A: Sample point
Option B: Set
Option C: Event
Option D: Space
Correct Answer: Event ✔
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Option A: The sale or purchase price of a house
Option B: The number of bedrooms in a house
Option C: Whether or no t a home has a swimming pool in it.
Option D: Non of these
Correct Answer: The number of bedrooms in a house ✔
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Option A: Probability
Option B: Event
Option C: Random Variable
Option D: Z-Value
Correct Answer: Event ✔
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Option A: Independent events
Option B: Mutually Exclusive events
Option C: Bayesian
Option D: Empirical
Correct Answer: Mutually Exclusive events ✔
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Option A: The likelihood of two events happening together
Option B: The likelihood of two events happening given that another event has already ha
Option C: Based on two mutually exclusive events
Option D: Also called Prior probability
Correct Answer: The likelihood of two events happening together ✔
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Option A: 4/52
Option B: 1/26
Option C: 8/52
Option D: 1/169
Correct Answer: 8/52 ✔
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Option A: Classical Probability
Option B: Subjective Probability
Option C: Relative Frequency
Option D: Independent
Correct Answer: Classical Probability ✔
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Option A: Random Variable
Option B: Contingency table
Option C: Bayesian table
Option D: Probability distribution
Correct Answer: Probability distribution ✔
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Option A: 26/52=1/2
Option B: 13/52
Option C: 20/52
Option D: 12/52
Correct Answer: 26/52=1/2 ✔
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Option A: Equal sets
Option B: Over lapping sets
Option C: Non- overlapping sets
Option D: None of these
Correct Answer: Non- overlapping sets ✔
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Option A: The elements of A or B
Option B: The elements of A and B
Option C: The elements A but not of B
Option D: None of these
Correct Answer: The elements of A or B ✔
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Option A: 1/2
Option B: 1/3
Option C: 1/12
Option D: 3/8
Correct Answer: 1/3 ✔
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Option A: 0.05
Option B: 0.75
Option C: 0.8
Option D: 0.45
Correct Answer: 0.8 ✔
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Option A: 1/4
Option B: 2/4
Option C: 3/4
Option D: 4/4
Correct Answer: 1/4 ✔
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Option A: 1/1-rn
Option B: a/1-r
Option C: a/1-rn
Option D: a/(1-r)n
Correct Answer: a/1-r ✔
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Option A: 1/36
Option B: 6/36
Option C: 12/36
Option D: 18/36
Correct Answer: ✔
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Option A: 13/52
Option B: 1/2
Option C: 4/52
Option D: 0
Correct Answer: 13/52 ✔
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Option A: Four
Option B: Three
Option C: Two
Option D: One
Correct Answer: Two ✔
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Option A: Random
Option B: Raw data
Option C: Introduce
Option D: Specified
Correct Answer: Random ✔
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Option A: Events
Option B: Subset
Option C: Piont
Option D: Distinct
Correct Answer: Piont ✔
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Option A: 1/6
Option B: 2/6
Option C: 1/36
Option D: 3/6
Correct Answer: 3/6 ✔
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Option A: 6 outcomes
Option B: 24 outcomes
Option C: 216 outcomes
Option D: Non of these
Correct Answer: 6 outcomes ✔
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Option A: Two
Option B: Three
Option C: Four
Option D: One
Correct Answer: One ✔
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Option A: Finite
Option B: Random
Option C: Continuous
Option D: values
Correct Answer: Random ✔
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Option A: Dependent events
Option B: Mutually Exclusive events
Option C: Exclusive events
Option D: Independent events
Correct Answer: Independent events ✔
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