Measures of Difference: T-TEST Flashcards

1
Q

Why are t-tests important?

A

Allows us to determine if a sample mean is significantly differed from a hypothesised value.

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2
Q

What is the importance of two tail t-tests?

A

Allows us to determine if differences in means between two groups are statistically different.

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3
Q

What kind of data is required in two tail t-tests?

A

Continuous data on one variable and nominal (2 category) data on another.

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4
Q

List the two types of t-tests.

A
  • Paired Samples t-tests
  • Independent Samples t-tests
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5
Q

When are Paired Samples t-tests used?

A

When we do not have independent samples and the means are correlated because they are from the same observations.

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6
Q

How are Paired Samples t-tests caclulated?

A

The correlated t test is computed by first computing the differences between the two scores for each subject. Then, a test of a single mean is computed on the mean of these difference scores.

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7
Q

When are Independent Samples t-tests used?

A

When the two groups we are interested in are based on differing nominal characteristics at one point in time.

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8
Q

Give some examples of Independent Samples.

A

Males, females
Immigrants, non-immigrants
Private sector employees and public sector employees
High social class and low social class.

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9
Q

Write the formula for a t-test.

A

calculate the mean of each group, subtract those means and divide by standard error of the difference between the means.

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10
Q

What do we need to look for when interpreting t-tests?

A
  • Mean and differences between means
  • t-statistic and degrees of freedom
  • Confidence interval of the difference
  • P-value
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11
Q

List the assumptions that are made when carrying out an Independent Sample t-test.

A
  • The data are continuous (not discrete).
  • The data follow the normal probability distribution.
  • The variances of the two populations are equal.
  • The two samples are independent. There is no relationship between the individuals in one sample as compared to the other.
  • Both samples are simple random samples from their respective populations.
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