SOLUTION: 1. Express the confidence interval (0.064,0.148) in the form of ^p-E<p<^p+E Hi I am having trouble with these questions and I need help please. I do not understand statistics

Algebra.Com
Question 1011406: 1. Express the confidence interval (0.064,0.148) in the form of
^p-E Hi I am having trouble with these questions and I need help please. I do not understand statistics at all. PLEASE HELP!!!!!

Answer by rothauserc(4718)   (Show Source): You can put this solution on YOUR website!
whatever the mean is that is the p value
p value = ( 0.064 + 0.148 ) / 2 = 0.106
E is 0.148 - 0.106 = 0.042
Expression is the 0.106 + or - 0.042, therefore
0.064 < 0.106 < 0.148

RELATED QUESTIONS

Express the confidence interval(0.040,0.112)in the form of ^p-E (answered by stanbon)
Express the confidence interval (0.026, 0.120) in the form of p̂ − E < p < p̂ + E. (answered by Edwin McCravy)
Express the confidence interval 0.444 < p < 0.888 in the form p̂±E. p̂±E = __ ±... (answered by Edwin McCravy)
Express the confidence interval 0.742 +- 0.030 in the form of p̂ - E < p < p̂ (answered by Fombitz)
Express the confidence interval in the form of P ± E. 15) -0.128 < p < 1.212 (answered by Edwin McCravy)
Express the confidence interval 67% < p < 77.6% in the form of p + E. _________% +... (answered by Boreal)
Express the confidence interval 68 % < p < 79.6 % 68% (answered by ikleyn)
Express the confidence interval 68 % < p < 79.6 % 68% (answered by ikleyn)
Express the confidence interval 42.9% < p < 60.3% in the form of ˆ... (answered by Edwin McCravy)