Module 5 Flashcards

1
Q

as possible values a variable can take and how frequently they occur.

A

Distribution

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2
Q

defined as to measure the likelihood of an outcome

A

Probability

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3
Q

■ Finite number of outcomes
■ Equiprobable
■ Example: Flipping a coin

A

Discrete Distribution

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4
Q

■ Infinitely many outcomes
■ Test how an unusual an event frequency is for a given interval

A

Continuous Distribution

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5
Q

What variable denotes Uniform distribution

A

“U”

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6
Q

what letter is used to denote a random variable in uniform distribution

A

X = Random variable

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7
Q

○ Denoted by “Bern”
○ X ~ Bern (p)

A

Bernoulli Distribution

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8
Q

What is the difference between Bernoulli and Binomial Distribution

A

Bernoulli suggests the outcome we expect for a single digit, Binomial distribution suggest number of times we expect to get a specific outcome

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9
Q

○ Deals with the frequency with which an event occurs within a specific interval

A

Poisson Distribution

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10
Q

What denotes Poisson Distribution?

A

“Po”

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