Indiana State University has asked that instructors provide information regarding pass/fail rates in Math 241. The University is provided with a random sample of 31 final exam scores from the Spring semester and notes the following summary statistics: mean exam score of sample (out of 100 points) standard deviation of sample 3 points 84 points Assuming the distribution of the sample is unimodal and symmetric, and ta0 = 1.697, calculate a 90% confidence interval for the true average test score of all Math 241 students. Explain this interval in context of the problem using complete sentences.

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Indiana State University has asked that instructors provide information regarding pass/fail rates in Math 241. The University is provided with a random
sample of 31 final exam scores from the Spring semester and notes the following summary statistics:
mean exam score of sample
(out of 100 points)
standard deviation of sample 3 points
84 points
Assuming the distribution of the sample is unimodal and symmetric, and
all Math 241 students. Explain this interval in context of the problem using complete sentences.
tan = 1.697, calculate a 90% confidence interval for the true average test score of
Transcribed Image Text:Indiana State University has asked that instructors provide information regarding pass/fail rates in Math 241. The University is provided with a random sample of 31 final exam scores from the Spring semester and notes the following summary statistics: mean exam score of sample (out of 100 points) standard deviation of sample 3 points 84 points Assuming the distribution of the sample is unimodal and symmetric, and all Math 241 students. Explain this interval in context of the problem using complete sentences. tan = 1.697, calculate a 90% confidence interval for the true average test score of
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