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can someone please show me how to find the integral of y^2/25+y^2
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do you mean y^2/(25+y^2)? or (y^2/25) + y^2?
the first one
ok, did you get past the long division at the beginning which gives you 1- (25/y^2+25)?
why do i have to use long division
i would, you have same degree of y in numerator & denominator.
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oh yes you are correct
long division gives 1 - (25/(y^2+25))...integral of 1 = y, integral of -25/(y^2+25) = -5arctan(y/5).....so the solution is y-5arctan(y/5)...
can you please explain how you got the integral of -25/(y^2+25)
25 * (1/(Y^2 + 5^2))--once you see the trig integrals enough, they just become easy to recognize.
integral of 1/(x^2 + a^2) = (1/a)arctan(x/a)
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okay thank you
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