Express the confidence interval 721.9 < µ< 1022.9 in the form of ME. ME: = H

Q: Compute a confidence interval on the mean when σ is estimated?

A: Population standard deviation unknown: When population standard deviation is unknown, the t-critical…

Q: Express the confidence interval 0.444<p<0.666 in the form p±E.

A:

Q: Express the confidence interval 589.1<μ<810.5  in the form of xbar ± ME. xbar ± ME =

A: Given that Confidence interval for population mean μ.  589.1&lt;μ&lt;810.5

Q: Express the confidence interval 0.642 ± 0.034 in open interval form (i.e., (0.155,0.855)). > Next…

A:

Q: Express the confidence interval (62.1%, 70.5%) in the form of p^±E. ___ %  ±  ____ %

A: From the provided information, Confidence interval (62.1%, 70.5%)

Q: Express the confidence interval 0.111<p<0.777 in the form p±E. Show work

A: The confidence interval is (0.111, 0.777).

Q: Express the confidence interval 53.5%<p<69.7% in the form of ˆp±MEp^±ME

A: Confidence interval in the trilinear inequality form: Hence,

Q: Express the confidence interval 0.333 <p<0.777 in the form p+ E.

A: We have to solve given problem:

Q: Express the confidence interval (0.045,0.097) in the form of p−E<p<p+E.

A: The confidence interval can be calculated as:

Q: Express the confidence interval 0.111<p<0.999 in the form p±E.

A: We have to find confidence interval

Q: Express the confidence interval 0.251±0.032 in open interval form (i.e., (0.155,0.855)).

A:

Q: Express the confidence interval 39%<p<57%39%<p<57% in the form of ˆp±Ep^±E.

A:

Q: xpress the confidence interval 243.2±133.9243.2±133.9 in the form of a trilinear inequality. <μ

A: The confidence interval is given in the form of, Point estimate ± Margin of error = Sample mean ±…

Q: Express the confidence interval (0.081,0.153)in the form of p−E<p<p+E.     ___<p<___ (Type integers…

A: We express CI for population proportion (p) in term  pcap-E≤p≤pcap +E

Q: Express the confidence interval (0.044,0.114) in the form of p−E<p<p+E.

A: p will be halfway between our lower and upper bound and so we take the average of the two bounds, p…

Q: Express the confidence interval (0.049,0.119) in the form of p−E<p< p+E.

A: Given: Confidence Interval is (0.049 , 0.119)

Q: Express the confidence interval 0.444<p<0.888 in the form p+ E.

A: Obtain the point estimate of the proportion.   The point estimate of the proportion is obtained…

Q: Express the confidence interval (128.8,413.4)(128.8,413.4) in the form of ¯x±MEx¯±ME.

A:

Q: Express the confidence interval 621.1±103.9621.1±103.9 in the form of a trilinear inequality.  <μ<

A: Solution: The given confidence interval is 621.1±103.9 The given confidence interval is in form…

Q: Express the confidence interval (729.3,797.1) in the form of ¯x±ME. ¯x±ME= ±

A: From the given information, the confidence interval for the mean is (729.3,797.1). The point…

Q: Express the confidence interval (465.3, 675.5) in the form of i± ME. * + ME =

A: We have given that  The confidence interval is (465.3, 675.5)

Q: Express the confidence interval 0.254±0.046 in the form of p−E<p<p+E.

A: The Confidence Interval is 0.254 ± 0.046

Q: Express the confidence interval (0.056,0.146) in the form of p−E<p<p+E.   ___<p<___ ​(Type integers…

A: Solution: From the given information, the confidence interval is (0.056, 0.146).

Q: Express the confidence interval (595.8, 829.4) in the form of x + ME a + ME

A: The provided confidence interval is: (595.8, 829.4). The (1-α)% confidence interval can be given as:…

Q: press the confidence interval 11.1%<p<24.9%11.1%<p<24.9% in the form of ˆp±MEp^±ME

A: given data, the confidence interval is  11.1%&lt;p&lt;24.9%we can also write  without percentage…

Q: Express the confidence interval 0.784 ± 0.049 in open interval form (i.e., (0.155,0.855)).

A: Given Confidence interval is 0.784±0.049.

Q: Express the confidence interval (47%,53.8%)(47%,53.8%) in the form of ˆp±Ep^±E. % ±± %

A:

Q: Express the confidence interval 0.222 <p< 0.444 in the form p+E.

A:

Q: Express the confidence interval 0.692±0.0880.692±0.088 in open interval form (i.e., (0.155,0.855)).

A: The confidence interval can be expressed as follows:

Q: The lower bound of the confidence interval is calculated using the expression x-a/2 √n -. Find this…

A: X=253.45σ=75.50n=64

Q: Express the confidence interval (27.4%,34.8%)(27.4%,34.8%) in the form of ˆp±Ep^±E. % ±± %

A: The random variable X follows binomial distribution. The given confidence interval shows one…

Q: a data set includes 109 body temperatures of healthy adult humans having a mean of 98.3 f and a…

A: Given, sample size n=109, mean(x-)=98.3F and standard deviation(s) =0.54F.Formula for confidence…

Q: Express the confidence interval 49.8%<p<67.6%49.8%<p<67.6% in the form of ˆp±Ep^±E.

A: Here we need to express the given confidence interval in the form p+/-E.