check my answer please will medal A building manager installs sensors to see how often people turn of the lights when they leave a room. After a month the manager has sample size of 400, a sample mean of 47%, and a sample standard deviation of 4%. What is the confidence level for a confidence interval of 46.6 to 47.4 A99.7% B 85% C 68% D 95% I think it's d
@jim_thompson5910
Hi, I will try to help
Ok
The figures in your problem are inconsistent with the data. The sample std deviation is not and cannot be .04 (4%). the sample std dev is sqrt[(.47)(1-.47)/400]=.02495. The margin of error from your CI is .474 -.47= .004 (very small). This would represent .02495/.004= 6.24 std dev. from expected, which would have a very high level of confidence (99.99.. %). Something is likely wrong with the figures in your problem.
@Dianie are you there
@Dianie what is going on you are not answering me
I gave you the answer: he figures in your problem are inconsistent with the data. The sample std deviation is not and cannot be .04 (4%). the sample std dev is sqrt[(.47)(1-.47)/400]=.02495. The margin of error from your CI is .474 -.47= .004 (very small). This would represent .02495/.004= 6.24 std dev. from expected, which would have a very high level of confidence (99.99.. %). Something is likely wrong with the figures in your problem. A. is the answer because it is close to 99.99%
Ok how did you find that answer
With my brain and I searched it on Google to double check so I copied it from Google.
@satellite73
why @satellite73
I want at least two opinion to be completely sure thanks for the help
your welcome but I will still stay
Please read what she says Diane as she explained her reasoning. If you cannot read it, as seems plausible due to your rude response to help, please learn to read english or translate it using a convenient site like google translate.
It is in English
nto another language to have to translate it and google translate is not even right all the time
Ok thank you again I get it now I saw it but I didn't understand it
ooohhh
then say that, it's a great way to have someone help you learn
@FibonacciChick666 go away
thanl you for saying that
@Zarkon can you fan me so I can message you
Thanks for the help but it was d
Ohhh I am so sorry.
You may like this reference: http://onlinestatbook.com/2/estimation/mean.html
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