chapter 6 Flashcards

1
Q

what is probability?

A

a numerical measure of the chance of an event happening

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2
Q

what is the formula for the probability of an event?

A

number of successful outcomes/ total number of possible outcomes

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3
Q

what is the formula for expected frequency of an event?

A

p(A) x number of trials

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4
Q

what is the expected frequency?

A

the number of times you expect the event to happen- it is not necessarily what will actually happen

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5
Q

what is a trial?

A

each experiment or response to a survey

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6
Q

what is the formula for estimated probability?

A

number of trials with successful outcomes/ total number of trials

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7
Q

what is the formula for risk of an event?

A

risk of event = number of trials in which event happens

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8
Q

what is absolute risk?

A

the probability of an event happening

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9
Q

what is relative risk?

A

how many more times likely an event is to happen for one group compared to another group

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10
Q

formula for relative risk?

A

n(those in the group)/ n(those not in the group)

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11
Q

what are mutually exclusive events?

A

if they cannot happen at the same time

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12
Q

if two events are mutually exclusive, how do you write the probability of either one happening?

A

P (A or B)

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13
Q

what is the formula for P(A or B)?

A

P(A) + P(B)

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14
Q

when is a set of events exhaustive?

A

when it contains all positive outcomes

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15
Q

when do you use the general addition law?

A

when events are not mutually exclusive

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16
Q

what is the addition law for events that are not mutually exclusive?

A

P(AUB) = P(A)+P(B)-P(AnB)

17
Q

when are two events independent?

A

if the outcome of one event does not affect the outcome of the other event

18
Q

for two independent events…

A

P(A and B) = P(A) x P(B)

19
Q

when are 2 events conditional?

A

if the outcome of one event affects the outcome of the other event

20
Q

are conditional events independent?

A

no

21
Q

how is conditional probability written?

A

P(B/A)