Suppose reaction times for recognition of common words like red or green are normally distributed with μμ=220 milliseconds and σσ=32. A psychologist presents a sample of n=16 participants with words that include the names of colors. However, the color names are printed in a different color of ink. That is, the word red might be printed in blue ink, or green might be printed in red. For these words, the sample had a mean reaction time of M=240. a. Do these data indicate that presenting color names in another color changes reaction time? Use a two tailed test with αα=.05. b. Compute Cohen's d to measure the size of the treatment effect.
Suppose reaction times for recognition of common words like red or green are normally distributed with μμ=220 milliseconds and σσ=32. A psychologist presents a sample of n=16 participants with words that include the names of colors. However, the color names are printed in a different color of ink. That is, the word red might be printed in blue ink, or green might be printed in red. For these words, the sample had a mean reaction time of M=240. a. Do these data indicate that presenting color names in another color changes reaction time? Use a two tailed test with αα=.05. b. Compute Cohen's d to measure the size of the treatment effect.
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Suppose reaction times for recognition of common words like red or green are
a. Do these data indicate that presenting color names in another color changes reaction time? Use a two tailed test with αα=.05.
b. Compute Cohen's d to measure the size of the treatment effect.
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