Binomial Distribution Flashcards

1
Q

Binomial distribution notation

A

X ~ B(n,p)
n = trials
p = probability of success

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2
Q

X ~ B(n,p)
n = trials
p = probability of success

A

Binomial distribution notation

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3
Q

Formula for binomial distribution?

A

nCr * p^r * (1-p)^(n-r)

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4
Q

nCr * p^r * (1-p)^(n-r)

A

Formula for binomial distribution?

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5
Q

X in binomial expansion

A

Number of successes I want

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6
Q

Number of successes I want

A

X in binomial expansion

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7
Q

N in binomial expansion

A

Number of trials

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8
Q

Number of trials

A

N in binomial expansion

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9
Q

P in binomial expansion

A

Probability of success

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10
Q

Probability of success

A

P in binomial expansion

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11
Q

What can binomial CD only find?

A

<= or =

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12
Q

<= or =

A

What can binomial CD only find?

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13
Q

How to calculate P(X<4)?

A

P(X<=3)

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14
Q

P(X<=3)

A

How to calculate P(X<4)?

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15
Q

How to calculate P(X<=7)?

A

P(X<=7)

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16
Q

P(X<=7)

A

How to calculate P(X<=7)?

17
Q

How to calculate P(X>4)?

A

1 - P(X<=4)

18
Q

1 - P(X<=4)

A

How to calculate P(X>4)?

19
Q

How to calculate P(X>=3)?

A

1 - P(X<=2)

20
Q

1 - P(X<=2)

A

How to calculate P(X>=3)?

21
Q

How to calculate P(20<=X<=45)

A

P(X<=45) - P(X<=19)

22
Q

P(X<=45) - P(X<=19)

A

How to calculate P(20<=X<=45)

23
Q

Mean of binomial distribution?

A

n * p

24
Q

n * p

A

Mean of binomial distribution?

25
Q

Sigma^2 of binomial distribution?

A

n * p * (1 -p)

26
Q

n * p * (1 -p)

A

Sigma^2 of binomial distribution?