hypothesis testing Flashcards

1
Q

hypothesis testing

A

We test our hypothesis (about the population) using data from a sample

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2
Q

null hypothesis

A

the state of affairs where no effect exists

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3
Q

Why do we need a null hypothesis?

A

The null hypothesis is developed for the purpose of testing

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4
Q

alternate hypothesis

A

The alternate hypothesis describes what you will conclude if you reject the null hypothesis

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5
Q

the significance level

A

a level of probability that we consider to be low enough for us to conclude the null hypothesis is probably false

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6
Q

Null Hypothesis Significance Testing

A
  1. State the null and alternate hypotheses
  2. Specify the significance level (α)
  3. compute sample statistics
  4. Compute p-value for the test statistic
  5. Compare p to α; accept or reject the null hypothesis
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7
Q

Different forms of reliability

A

Internal consistency/ Test-retest reliability/ Inter-rater reliability/ Parallel form reliability

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8
Q

Internal reliability

A

the consistency of responses to questions that purport to measure the same construct

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9
Q

p value and hypothesis

A

p > .05 means a fail to reject the null hypothesis

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10
Q

Measurement Error

A

Systematic error: errors are repeated the same way/ Random error: These errors are random – they occur due to individual differences

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11
Q

Sampling Error

A

the difference between a sample statistic and the corresponding population parameter

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12
Q

Sampling distribution of the mean

A

the probability distribution of all possible sample means of a given sample size

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13
Q

central limit theorem

A

The mean of all the sample means represents the true population mean

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14
Q

standard error

A

The standard error is an estimate of the average amount by which our measurement is likely to be wrong

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15
Q

Non-directional hypothesis (two-tailed hypothesis)

A

states that there is a difference between groups, or a relationship between variables, but does not state the direction of the difference/relationship

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16
Q

Directional hypothesis (one tailed hypothesis)

A

states that there is a difference between groups, or a relationship between variables, and specifies the direction of the difference/relationship

17
Q

Confidence Interval

A

A range of values constructed from sample data so that the population parameter is likely to occur with that range at a specified probability

18
Q

standard error of the mean

A

When you calculate the standard deviation of a set of mean scores

19
Q

type 1 error in hypothesis testing - false positive

A

To reduce the chances of making a Type 1 error, you reduce your alpha level for determining statistical significance from .05 to .01/

20
Q

type 2 error - false negative

A

To reduce the chances of making a Type 2 error, increase your sample size