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\[\int\frac{1}{1+x^2}dx\ne tan^{-1}(1+x^2)\] :)
twice on my homework I fauxpauxed that ....
typing and mathing just dont mix ;)
I did not know this, but it is probably in my table book.
i think its arctan(x) if y=arctan(x) then tan(y)=x |dw:1316559823770:dw| sec^2(y)y'=1 y'=1/sec^2(y) using the triangle we drew we can write y'=1/(x^2+1) :)
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