at the university spend on groceries each month. From a sample of 29 random students, you find that the spend an average of $871.35 on groceries, with a standard deviation of $235.06. You decide to make an inference on the population mean using a confidence interval with a 90% confidence level. Wha is the lower bound (lower end) of your confidence interval in your analysis?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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As part of a university club, you decide to investigate how much other students
at the university spend on groceries each month. From a sample of 29 random
students, you find that the spend an average of $871.35 on groceries, with a
standard deviation of $235.06. You decide to make an inference on the
population mean using a confidence interval with a 90% confidence level. What
is the lower bound (lower end) of your confidence interval in your analysis?
Transcribed Image Text:As part of a university club, you decide to investigate how much other students at the university spend on groceries each month. From a sample of 29 random students, you find that the spend an average of $871.35 on groceries, with a standard deviation of $235.06. You decide to make an inference on the population mean using a confidence interval with a 90% confidence level. What is the lower bound (lower end) of your confidence interval in your analysis?
As part of a university club, you decide to investigate how much other students
at the university spend on groceries each month. From a sample of 23 random
students, you find that the spend an average of $870.94 on groceries, with a
standard deviation of $257.04. You decide to make an inference on the
population mean using a confidence interval with a 99% confidence level. What
is the margin of error in your analysis?
Transcribed Image Text:As part of a university club, you decide to investigate how much other students at the university spend on groceries each month. From a sample of 23 random students, you find that the spend an average of $870.94 on groceries, with a standard deviation of $257.04. You decide to make an inference on the population mean using a confidence interval with a 99% confidence level. What is the margin of error in your analysis?
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