Chi Squared Flashcards

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1
Q

What does chi squared test?

A

The null hypothesis. It does this by testing whether the observed frequency of characteristics fits the frequency predicted.

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2
Q

What does the null hypothesis assume?

A

There is no relationship between 2 variables.

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3
Q

How big should the minimum sample be when using chi squared?

A

20.

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4
Q

What type of data must be used for the chi squared test?
Explain what this type of data is.

A

Discrete.
This data is a set value. It cannot be made anymore specific, by using decimal points for example. Eg: 5 people, as you can’t have 5.5 people.

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5
Q

What is chi squared usually used for when comparing?

A

Its used for comparing experimental data with theoretical data.

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6
Q

Give the formula (in symbols) for chi squared.

A

(O - E)^2
Sum of —————-
[E]

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7
Q

What do the symbols in the chi squared equation mean?

A

O - Observed members
E - Expected numbers

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7
Q

What are degrees of freedom?

A

The number of categories, -1.

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8
Q

If the chi squared value is larger than the critical value of 0.5, what can we assume?
What do we do to the null hypothesis?

A

The results are due to chance, and therefore findings are not significant.
We accept the null hypothesis.

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9
Q

If the chi squared value is smaller than the critical value of 0.5, what can we assume?
What do we do to the null hypothesis?

A

Results are not due to chance, therefore findings are significant.
We reject the null hypothesis.

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10
Q

Give examples of categories that may be used when calculating degrees of freedom.
Use the examples of yellow/green and round/wrinkled peas.
For this example, how many degrees of freedom would there be?

A

Round, yellow
Round, green
Wrinkled, yellow
Wrinkled, green
4 categories means there are 4 degrees of freedom.

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11
Q

What is the critical value for chi squared?

A

p = 0.05

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