T-tests

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19 Terms

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The T-test is used to

compare 2 means

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For one sample compared to a population use

One sample t-test

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One sample t-test

Compare the blood pressure of one group to a theoretical or published value

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For two sample groups use

Unpaired t-test

Paired t-test

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Unpaired t-test

comparing two independent, but similar groups

aka Student’s t-test

Compare the blood pressure of two groups of similar individuals (adult men’s bp vs. adult women’s bp)

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Paired t-test

comparing the a group before an intervention to the same group after an intervention

Compare the blood pressure of a group before and then after climbing ten flights of stairs

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T-test Assumptions

1.Normal/Gaussian distribution

2.Randomly sampled

3.Equal variances (see below)

4 Data measured on interval or ratio scale ^

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Normal Distribution with equal variances

knowt flashcard image
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Normal Distribution with different variances

knowt flashcard image
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Comparing Means

•Comparing the average and how widely spread it is

•Statistical significance for comparing means is based on the relationship between mean and the variance

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effect size

•difference between group means indicating a degree of separation between them

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Variance measures tell us how variable scores are

within each group

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One-Tailed Test

•A directional hypothesis might call for a one-tailed test

•In order to use a one-tailed test, there must be a specific reason why you would only expect a difference in one direction

•The entire rejection (critical) region (5% in this case) is on one side of the distribution

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One tailed tests are used when there is a ___ hypothesis

directional

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Two-Tailed Test 2 possible outcomes

If there is a possibility that the difference could be in either direction, use two-tailed test, even if your hypothesis is directional

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2 tailed tests are __ conservative than one tailed

More

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For 2 tailed tests, the rejection (critical) region (5% in this case) is X__ between both tails of the distribution

split. 2.5% probability a result will fall in either critical region

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unpaired t tests need

1.Two normally distributed but independent populations

2.Two sample means

3.Two sample standard deviations

4.Both sample sizes (n)

5.Table of critical t-values or a stats program

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A t-test is significant if

The p-value is less than 0.05 (alpha)

and

The absolute value of the t-statistic is greater than the critical value (always use in absolute values, take away neg signs)