Can someone help me with normal distribution? Just explain and work with me through this problem. The time required to finish a test is normally distributed with a mean of 60 minuets and a standard deviation of 10 minuets. What is the probability that a student will finish the test between 50 and 60 minuets?
i bet we can do this do you have a table?
you are asked for the probability of one standard deviation below the mean
No I do not have a table can you link me one please?
hold on
Okay
http://en.wikipedia.org/wiki/Standard_deviation looks like the area is \(34.1\%\)
Okay awesome, I see it
So how should I approach this
oh i think i get your question lets go slow
Sounds good
the standard deviation is 10 and the mean is 60 you want the probability you are between \(50\) and \(60\) which we interpret as the probability you are within one standard deviation below the mean
you can see that answer from the wiki i sent
sorry I'm a little lost give me one second to look at it
there is a more complicated way of doing this with z scores etc, but this one was very easy because you were given the standard deviation as 10 and the distance between 50 and 60 is also 10, so that is one standard devation
Z scores.. I hate those lol..
but look as complicated as it seems, here you have the mean is 60 and \(50-60=-10\) and \(-10\div 10=-1\) so you are just being asked for the probability you are within one standard deviation below the mean
Okay so I am kind of confused with the table, do you mind helping me with that please?
did you look at the table i sent? maybe i can find a better one
actually i wasn't looking at the table, just at the curve on the right
This?
you see how it is filled in blue? with different numbers for the areas?
oh no dear, the normal curve in blue no wonder you were confused
Since your messages are off to only fans, this might be a easier one to follow: http://www.mathsisfun.com/data/standard-normal-distribution-table.html
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yikes i tried that one, too interactive for me
Lol, I only liked it because it also has examples at the bottom.
That is the one that my teacher linked me I agree too interactive.
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