cher wants to set up a 95% CI for IQ scores using the following information: The sample mean M = 130. The sample standard deviation s =15. The sample size N = 120. The df= N-1 = 119   Lower limit = 130- 1.96x 1.37 = 127.31; Upper limit = 130 + 1.96x 1.37 = 132.6

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Let's suppose that a researcher wants to set up a 95% CI for IQ scores using the following information: The sample mean M = 130. The sample standard deviation s =15. The sample size N = 120. The df= N-1 = 119

 

Lower limit = 130- 1.96x 1.37 = 127.31;

Upper limit = 130 + 1.96x 1.37 = 132.69

What are the upper and lower limits of the CI and the width of the 95% CI if all the other values remain the same ( M=130, s = 15) but you change the value of N to 16?

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