Question

Express the confidence interval (0.068,0.126) in the form of $\hat{p} - E < \hat{p} < \hat{p} + E$. <$\hat{p}$< (Type integers or decimals.)

          Express the confidence interval (0.068,0.126) in the form of $\hat{p} - E < \hat{p} < \hat{p} + E$.
<$\hat{p}$< (Type integers or decimals.)
        
Express the confidence interval (0.068,0.126) in the form of p̂ - E < p̂ < p̂ + E.
<p̂< (Type integers or decimals.)

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Elementary Statistics a Step by Step Approach
Elementary Statistics a Step by Step Approach
Allan G. Bluman 9th Edition
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Next question Express the confidence interval (0.068,0.126) in the form of p - E < p < p + E <p< (Type integers or decimals.)
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00:01 Okay, let's start the solution.
00:02 So here we have confidence interval we have confidence interval 0 .068 0 .134 then 0 .068 smaller than p smaller than 0 .134 so comparing this width comparing this with the the form with the form pkap minus e smaller than p kp plus e we get we get p kp minus e equal to 0 .068 and pkp plus e is equal to 0 .134 then its equation 1 and its equation 2...
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