Reading statistics Flashcards

1
Q

What is the mean?

A

The average score in a set of data

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2
Q

What is the standard deviation?

A

how much scores vary on average from the mean

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3
Q

What does a letter mean in descriptive stats?

A

tells you what kind of statistical model was used

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4
Q

what is a t-test

A

a family of statistics that is used to look at differences between two groups (conditions)

The bigger the value, the bigger the difference between the two groups

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5
Q

What are degrees of freedom?

A

indicates info about sample size and possibly how many conditions are in the study (combination of the two are important to knowing if score is significant)

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6
Q

what is an r test?

A

looks at the correlation (relationship) between two variables. It is given a value between -1 and 1

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7
Q

What kind of tests are there?

A

Studies where you’re looking at the differences between two groups (t test) e.g. autisim study

Studies where you’re looking at relationships and assocations between variables (r test)

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8
Q

What is correlation?

A

The assoication between two variables

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9
Q

What is the correlation co-efficient?

A

A value given to capture the relationship between 2 variables between -1 and 1

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10
Q

What does a 0 correlation value mean?

A

weaker strengh of correlation

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11
Q

What does a -1 correlation co-efficient mean?

A

perfect negative correlation

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12
Q

What is a positive negative correlation?

A

When one variable increases, the other decreases

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13
Q

What does a +1 correlation mean?

A

perfect positive correlation

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14
Q

what is a positive correlation?

A

When the value of one variable increases (or decreases) the other increase (or decreases)

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15
Q

What is d?

A

Measure of effect size, telling you how big the effect you’ve just observed is.

It is a measure of the degree to which differences in a dependent variable are attributed to the independent variable

Anything bigger than 0.8 is a large effect.

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16
Q

What are the rules of thumb for r?

A

.1 - .3 = weak correlation
.3 - .5 = moderate correlation
.5 -1 = strong correlation

17
Q

What is p?

A

Probability, the likelihood that an event will occur due to chance or not.

18
Q

What are the values of p between?

A

0 and 1

19
Q

What does a p value of 0 mean?

A

an event which is absolutely certain NOT to happen

20
Q

what does a p value of 1 mean/

A

an event which is absolutely certain WILL happen

21
Q

What does a p value of 0.5 mean?

A

an event which is a likely to happen as not happen

22
Q

When does a p value become statistically significant?

A

when p< .05 , it regjects the null hypothesis (that there will not be a difference)

23
Q

when does a p value vecome non-significant?

A

when p>.05, it is non-significant and fails to reject the null hypothesis.

24
Q

what are measures of central tendency?

A

mean, medium, modal scores

25
Q

What does dispersion around the average central tendency show?

A

how the scores varied

26
Q

what is the problem with the p value?

A

doesn’t show the range of effect size

27
Q

what are the purposes of inferentail statistical tests?

A

calculates statistical significance and allows us to draw conclusions

used to determine whether changes in a dependent variable are caused by the IV

28
Q

what do descriptive statistics allow?

A

collecting analyzing and describing data

29
Q

what is a one tailed hypothesis?

A

when you have specified the direction of the relationship between variables or the difference between the two conditions.

Also called a directional hypothesis. You are pointing to the answer.

30
Q

What is a two tailed hypothesis?

A

where you have predicted that there will be a relationship between variables or a difference between the two conditions, but you have not predicted the direction of the relationship between the variables or the difference between the conditions.

Non-directional hypothesis.

31
Q

What are inferential statistics?

A

Researchers used them to demonstrate that a change in the value of a dependent variable can be attributed to a change in the value of an independent variable, rather than the chance, random variation.