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Topic	Are you able to integrate (x^3+x)/(x^4+1) in your head?
scar_the_1 01/12/23 7:38:44 AM #60:	Mistere_Man posted... After watching a couple minutes of an explanation of it I believe I can integrate that in my head if I am understanding the process . I have absolutely no idea what it means, but I think it should look something like this (sorry if my () are incorrect hopefully you get the idea that / means over that number) ((x^4)/4+(x^2)/2+c)/((x^5)/5+1+c) In my head so probably incorrect hopefully I am at least close, if not I apologize. Sadly this is not close :( what you're doing is correct for polynomials, but this is a rational expression and we can't just integrate numerator and denominator by themselves. --- Stop being so aggressively argumentative for no reason. - UnfairRepresent <cite>scar_the_1 posted [p:970792632] in Are you ab... [t:80306468]...</cite> <quote>Mistere_Man posted... </cite><quote>After watching a couple minutes of an explanation of it I believe I can integrate that in my head if I am understanding the process . I have absolutely no idea what it means, but I think it should look something like this (sorry if my () are incorrect hopefully you get the idea that / means over that number)((x^4)/4+(x^2)/2+c)/((x^5)/5+1+c) In my head so probably incorrect hopefully I am at least close, if not I apologize.</quote>Sadly this is not close :( what you're doing is correct for polynomials, but this is a rational expression and we can't just integrate numerator and denominator by themselves. --- Stop being so aggressively argumentative for no reason. - UnfairRepresent</quote> ... Copied to Clipboard!
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