Test 2 Prep Flashcards

1
Q

When should we use t test over z score?

A

When both pop SD and pop mean are unknown

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2
Q

t

A

M - πœ‡ / 𝑠𝑀

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3
Q

One-Sample Standard Error

A

square root of s^2/n

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4
Q

One-Sample Variance (s^2)

A

SS/df

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5
Q

One-sample and paired-sample df

A

n-1

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6
Q

Independent Samples df

A

n1 + n2 - 2

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7
Q

Independent Samples Sample Data

A

M1 - M2

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8
Q

As sample size decreases, a confidence interval gets

A

wider

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9
Q

As confidence decreases, a confidence interval gets

A

narrower

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10
Q

If you set alpha = 0.10, then you would calculate a

A

90% confidence internal

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11
Q

πΆπ‘œβ„Žπ‘’π‘›β€²π‘  𝑑

A

π‘€βˆ’πœ‡/𝜎

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12
Q

List the four steps of the hypothesis testing procedure in the correct order

A
  1. State the hypotheses
  2. Set the criterion for a decision
  3. Get sample data and calculate statistics
  4. Make a decision
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13
Q

probability of obtaining a test
statistic, as extreme as or more extreme than our actual test statistic, by
chance alone, if the null hypothesis were true.

A

p value

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14
Q

the probability of detecting an effect if one
actually exists.

A

Power

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15
Q

a statistical decision error that involves
failing to reject a null hypothesis that is actually false.

A

Type II Error

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16
Q

Probability of making a Type II Error

17
Q

A statistical decision error that is
analogous to a jury deciding that a defendant is guilty when in fact
the defendant is innocent.

A

Type I error

18
Q

a measurement of the absolute magnitude
of an effect, regardless of sample size.

A

Effect Size