Chapter 6 Flashcards

1
Q

random variable

A

takes numerical values that describes the outcomes of a random process

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2
Q

probability distribution

A

gives a random variable its possible values and probabilities

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3
Q

mean (expected value) of a discrete random variable

A

the average value over many many trials of the same random process

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4
Q

standard deviation of a discrete random variable

A

measures how much the values of the variable typically vary from the mean in many many trials if the random process

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5
Q

continuous random variable

A

any value in an interval on a number line

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6
Q

independent random variables

A

two random variables are independent if knowing the value of one does not change the probability distribution of the other variable

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7
Q

binomial random variable

A

count of successes x in a binomial setting

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8
Q

binomial distribution

A

probability distribution of X; specified by number of trials of the random process (n) and the probability if success on each trial (p)

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9
Q

10% Condition

A

we can treat individual samples as independent so long as the sample is less than 10% of the population
n<0.10N

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10
Q

Large Counts Condition

A

the probability distribution of X is approximately Normal if it meets LCC
np > 10 n(1-p) > 10

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11
Q

geometric random variable

A

number of trials until first success

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12
Q

geometric distribution

A

probability distribution of X with probability p of success on any trial

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13
Q

geometric mean

A

1/probability

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