Statistics (4) Flashcards

(16 cards)

1
Q

Binomial vs Poisson

A

Bi - FIST
Po - RIPS

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2
Q

RIPS

A

Random event
Independent event
Proportianal
Simotaneous (not)

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3
Q

FIST

A

Fixed # of trials
Independent events
Same probability
Two outcomes only

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4
Q

Inverse Poisson

A

Make x =0 and find the prob
Area = e to the -ve lambda
ln(a) = -lam lin(e)
ln(a) - -ve lam
lam = -ln(a)

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5
Q

If binomial has
___ and ____

A

Multiply the 2 answers

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6
Q

Different assumptions

A

Dependent/Independent
Environments
Picked from a random selection

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7
Q

N.D with a min & pax percentage

A

Find the 2 z-scores
Use the z-score formula
Change it around
Use simotaneous on calc

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8
Q

How to find the z-score?

A

Z = (x-m) / s.d
In inverse
Mean = 0, s.d = 1

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9
Q

S.D of triangular

A

sqrt(a^2+b^2+c^2)+(ab)+(ac)+(bc)
/
18

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10
Q

Mean of triangular

A

a + b + c / 3

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11
Q

Mean of rectangular

A

a + b /2

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12
Q

S.D of rectangular

A

1/sqrt12 x (b-a)

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13
Q

If something happens to two people

A

Square the answer

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13
Q

Does a N.D fit?

A

Symetrical
Bell-shaped
Continuous
Higher or lower than bounds shown
68% in 1, 95% in 2, 99.7% in 3

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14
Q

Jusitfy/assumtions for DRV

A

That no value is lesser/greater than what is listed (same for tri & uni)

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15
Q

How to find if DRV are independent

A

VAR(x+y) = var(x) + var(y)