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Published byCierra Holeman Modified over 3 years ago

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t-test 1-sample t-test or correlated-sample t-test or paired-sample t-test 2-sample t-test or independent-sample t-test or unpaired-sample t-test compare the mean of the difference between 2 groups of data compare the difference of the mean of 2 groups of data

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Group 1Group 2difference 812- 4 1015- 5 1218-6-6 Mean ± SD10 ± 215 ± 3- 5 ± 1 Example of t-test: t-test 2-sample t-test 1-sample t-test compare: 10 ± 2 versus 15 ± 3 - 5 ± 1 versus 0

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1-sample t-test: compare the mean of the difference... H o : Δ X = 0 {for 2-tail p-value} H a : Δ X ≠ 0 test statistic: and

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1-sample t-test: compare the mean of the difference... H o : Δ X ≥ 0 {for 1-tail p-value} H a : Δ X < 0 test statistic: and

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2-sample t-test: compare the difference of the mean... H o : X 1 = X 2 {for 2-tail p-value} H a : X 1 ≠ X 2 test statistic: at n 1 = n 2 = n, SD 1 = SD 2, and Δx = {it’s similar to the test statistic for the 1-sample t-test} and

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2-sample t-test: compare the difference of the mean... H o : X 1 ≤ X 2 {for 1-tail p-value} H a : X 1 > X 2 test statistic: at n 1 = n 2 = n and Δx = {it’s similar to the test statistic for the 1-sample t-test} and

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Trial Group AGroup B 12045 22350 32342 42340 52530 62056 73053 82441 92345 102650 112550 122041 Mean23.545.3 P value 2.8E-07 Means of Substances Group.

Trial Group AGroup B 12045 22350 32342 42340 52530 62056 73053 82441 92345 102650 112550 122041 Mean23.545.3 P value 2.8E-07 Means of Substances Group.

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