MEDAL AND FAN :D P(X>85)=P(X−62/10>85−62/10)=?
discrete probab?
the full question is: In the city of Longskank, the mean weight is 62 and the standard deviation is 10. What is the probability that a person chosen at random weighs more than 85 kg? but i thought that that equation was how u solve it - i just didnt know how to work with it
why did you set this P(X−62/10>85−62/10)
so do u know the answer @xapproachesinfinity???
cuz i thought that that was easier
Not really, i forgot how to deal with this kind of probab just trying if i can remember something lol sorry
sorry my internets being slow i didnt realize
okayyy...
@ikram002p
@kirbykirby maybe u could help me on this one too sorry
Yes you did approach this correctly. You have \[P(X>85)=P\left(\frac{X-62}{10} >\frac{85-62}{10}\right)=P(Z>2.3) \] So now you can use a standard normal table to find this quantity, or use a calculator/program that has a function to find this
do u know what the button would look like on the calc? I have a Ti-nspire here so that should have the function?
um, I don't have a calculator that has these functions :( so I'm not sure which button you use
ok thats cool
did you ever use normal tables?
not rly but im sure google would tell me?
maybe if you search your calculator. What did you use before to find these probabilities? Otherwise, you can 1) learn to use normal tables 2) Try this here: http://www.wolframalpha.com/input/?i=P%28Z%3E2.3%29+where+Z~N%280%2C1%29
@kirbykirby where can i review this
Um well if you need to use your calculator, I suggest going on the texas instruments website and search for your calculator model. You should be able to find the instructions for it as a PDF file. If you want to learn to use normal tables, you can try here: http://courses.wcupa.edu/rbove/Berenson/10th%20ed%20CD-ROM%20topics/section6_1.pdf
thanks so much
yw! :)
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