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Introduction To Probability
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Introduction To Probability
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Introduction To Probability
If the number of outcomes in collection are 5 and the distinct outcomes are 9 then the count value according to combinations method is
4
9
126
45
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Introduction To Probability
In measuring the probability of any certain event, the zero represents
impossible events
possible events
certain event
sample event
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Introduction To Probability
Considering the events Y and Z, the occurrence of Z and the non-occurrence of Y is represented by
Y-bar union Z
Z-bar union Y
Y-bar intersection Z
Z-bar intersection Y
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Introduction To Probability
In probability theories, the events which can never occur together are classified as
collectively exclusive events
mutually exhaustive events
mutually exclusive events
collectively exhaustive events
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Introduction To Probability
The way of getting information from measuring the observation whose outcomes occurrence is on chance is called
beta experiment
random experiment
alpha experiment
gamma experiment
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Introduction To Probability
The number of favorable occurrences are divided by the total number of possible occurrences to calculate
probability of an event
total outcomes of an event
sample space of experiment
none of the above
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rikazzz
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Introduction To Probability
The outcome of experiment which can be broken into more convenient list of outcomes is called
alpha event
gamma event
simple event
random event
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Introduction To Probability
The variation in which outcomes of experiments are effected by uncontrolled factors is considered as
random variation
mesokurtic variation
platykurtic variation
mesokurtic variation
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Introduction To Probability
The events in which some points of sample are common are considered as
divisional events
overlapping events
common events
additive events
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Introduction To Probability
Consider an event B, the non-occurrence of event B is represented by
union of A
complement of A
intersection of A
A is equal to zero
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