littlesmallworld
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- Sep 5, 2013
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- 2014
Calculate the area bounded by the curve f(x)= x^2, g(x)=1/x^2, x>0 and thr line x=3
You can't do difference of two functions for this one. You must break it up as one area from 0 to 1, then from 1 to 3.Hopefully not wrong.
View attachment 30031
Ahh.... I knew I did something wrong :/You can't do difference of two functions for this one. You must break it up as one area from 0 to 1, then from 1 to 3.
My equation didn't show for some reason.So then do i integrate 1/x^2 -x^2 from 0 to 1 then do the same for 1-3?
phew, i was looking at that previous solution thinking i musta forgotten all my maths. lolYou can't do difference of two functions for this one. You must break it up as one area from 0 to 1, then from 1 to 3.
Lol whoops my bad =='phew, i was looking at that previous solution thinking i musta forgotten all my maths. lol
Because according to the diagram, they intersect at some point. Solving the two curves simultaneously, x^2 = 1/x^2 and the solution is x=1.hey carrotsticks how do u know its from 0 to 1 and 1 to 3? can u plz explain plz thanksss
adding on to what carrot said, normally you would take the top curve minus the bottom curve to get the bit inbetween. But you can't really determine which curve is on top of the other in the area specified, right? So you have to break it into sections.hey carrotsticks how do u know its from 0 to 1 and 1 to 3? can u plz explain plz thanksss
Its LaTex problems with the renderer (we just got a new one after the old one stuffed up).My equation didn't show for some reason.