Formulas for unit 3 Flashcards

(12 cards)

1
Q

P hat

A

x/n

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2
Q

Point estimate

A

upper bound + lower bound/ 2

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3
Q

Use to check if a p hat distribution is approximately normal

A

n times p hat multiplied by (1 - p hat) is greater than or equal to 10

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4
Q

Margin of error

A

upper bound = point estimate + E
lower bound = point estimate - E

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5
Q

Number of individuals

A

p hat = x/n
(You will solve for x) (Or multiply p by n)

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6
Q

Intervals for p hat

A

lower bound: p hat - z times the square root of [p hat (1 - p hat)/n]
upper bound: p hat + z times the square root of [p hat (1 - p hat)/n

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7
Q

Intervals for confidence intervals

A

lower bound: x bar - t times s/ the square root of n
upper bound: x bar + t times s/ the square root of n

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8
Q

Mew times x bar

A

= mew

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9
Q

mew times p hat

A

= p

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10
Q

sigma times x bar

A

= sigma/ the square root of n

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11
Q

p hat

A

is the sample proportion

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12
Q

sigma

A

= standard deviation

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