n a study of 235 adults, the mean heart rate was 82 beats per minute. Assume the population of heart rates is known to be approximately normal with a standard deviation of 5 beats per minute. What is the 98% confidence interval for the mean beats per minute?
Confidence interval = \(\large \overline{x} \pm Z^* \frac{s}{\sqrt{n}}\)
you knw : \(\overline{x} = 82\) \(s = \mu = 5\) \(n = 235\)
find out the \(Z^*\) and plugin above^
Oh my head hurts already.
mine too
Oh good so I'm not alone. I'm so close to just guessing and hoping I'm right.
my head hurts cuz urs hurts, not becoz problem is scary :/
My mind was designed for english.
why u doing math ?
I believe the answer is 80.9 – 83.3. Because I must, I have a duel enrollment test for college on thuresday.
doesnt look right
if u want answer : \((81.24, ~82.76)\)
it is simple to calculate it on ur own by finding \(Z^*\), but u seem to be either in rush or dont wanto learn
I do wan't to learn it, I am just not good at square roots and shy away as soon as I see the square root sign. Kinda like a phobia.
feed it to wolfram friend : http://www.wolframalpha.com/input/?i=82++-+2.33*5%2Fsqrt%28235%29
you're not supposed to do anything by hand - not efficient
just figure out the values, and plug them in ur calculator... nobody takes square roots or divisions by hand... I bet you're allowed a scientific calculator to ur stat exam
Thank you so much. I appreciate your time and I do apoligize if it seemed like all I wan't is a hand out.
np :)
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