Question
I conducted an experiment of 48 participants, with two versions (A&B) and two dependent variables, DV(1)-taste, DV(2)-cost. Please further explain the results below in a
I conducted an experiment of 48 participants, with two versions (A&B) and two dependent variables, DV(1)-taste, DV(2)-cost.
Please further explain the results below in a mathematical standpoint. The results of the two tail P values, the confidence intervals, the T values, how DV(1) is not quite statistically significant, and how DV(2) is statistically significant. Please also help me understand what you can conclude from the results, and the hypothesis you can make.
-Also wondering why the df changed from (48) to (46) in the results?
DV(1) Taste: Difference = 0.7500, t(48) = 1.6874, p = .0983; therefore the difference of DV1 between A and B is not quite statistically significant
DV(2) Cost:Difference = 1.3300, t(48) = 3.7305, p = .0005; therefore, the difference of DV2 between A and B is statistically significant
dv(1):taste
Unpaired t test results P value and statistical significance: The two-tailed P value equals 0.0983 By conventional criteria, this difference is considered to be not quite statistically significant. Confidence interval: The mean of Version A minus Version B equals 0.7500 95% confidence interval of this difference: From -0.1447 to 1.6447 Intermediate values used in calculations: t = 1.6874 df = 46 standard error of difference = 0.444 Learn more: GraphPad's web site includes portions of the manual for GraphPad Prism that can help you learn statistics. First, review the meaning of P values and confidence intervals . Then learn how to interpret results from an unpaired or paired t test. These links include GraphPad's popular analysis checklists . Review your data: Group Version A Version B Mean 7.9200 7.1700 SD 1.1800 1.8300 SEM 0.2409 0.3735 N 24 24Unpaired t test results P value and statistical significance: The two-tailed P value equals 0.0005 By conventional criteria, this difference is considered to be extremely statistically significant. Confidence interval: The mean of Version A minus Version B equals 1.3300 95% confidence interval of this difference: From 0.6124 to 2.0476 Intermediate values used in calculations: t = 3.7305 df = 46 standard error of difference = 0.357 Learn more: GraphPad's web site includes portions of the manual for GraphPad Prism that can help you learn statistics. First, review the meaning of P values and confidence intervals . Then learn how to interpret results from an unpaired or paired t test. These links include GraphPad's popular analysis checklists . Review your data: Group Version A Version B Mean 3.9600 2.6300 SD 1.2300 1.2400 SEM 0.2511 0.2531 N 24 24Step by Step Solution
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