Round 2 Lecture 3 Flashcards

1
Q

A Parameter

A

is a summary measure computed to describe a characteristic of the population

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2
Q

A Statistic

A

is a summary measure computed to describe a characteristic of the sample

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3
Q

A Hypothesis

A

is a claim about a population parameter

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4
Q

Null Hypothesis (H0)

A

 Opposite of the alternative hypothesis

 May or may not be rejected based on empirical evidence

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5
Q

Alternative Hypothesis (Ha)

A

Generally the hypothesis that the researcher claims

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6
Q

two-sided alternative

A

we are equally interested in deviations on either side of the null hypothesis value.

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7
Q

one-sided alternative

A

An alternative hypothesis that focuses on deviations from the null hypothesis value in only one direction

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8
Q

Logic of Hypothesis Test

A
  • We start by assuming that the null hypothesis is true
  • Then we look at the data and check if there is enough evidence to reject the null hypothesis.
  • This is the logic of jury trials. In court, the null hypothesis is that the defendant is innocent.
  • The evidence takes the form of facts that seem to contradict the presumption of innocence.
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9
Q

P-value

A

is the probability of seeing the observed data (or something even less likely) given the null hypothesis.

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10
Q

statistically significant

A

We can define a “rare event” arbitrarily by setting a threshold for our P-value. If our P-value falls below that point, we’ll reject the null hypothesis

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11
Q

The threshold is called

A

an alpha level

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12
Q

The alpha level is also called

A

the significance level

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13
Q

False positive

A

The null hypothesis is true, but we mistakenly reject it.

type 1 error

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14
Q

False Negative

A

The null hypothesis is false, but we fail to reject it.

type 2 error

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15
Q

Hypothesis about dependence between two discrete (categorical) variables:

A

Use Chi-square test

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16
Q

 Hypothesis about means of two different groups (i.e., relationship between a continuous variable and a discrete variable with two categories):

A

Use t-test

17
Q

 Hypothesis about means of multiple (>two) different groups:

A

Use One-way ANOVA test