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Someone please help me!! I will medal!! Integrate 1/((x^2 +2)^2)
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How do I expand this using partial fractions?
I don't need the whole answer
I don't think partial fractions would work here because that looks like this \[\frac{Ax+B}{x^2+2}+\frac{Cx+D}{(x^2+2)^2}\] all the constants should be 0 except D unless I'm mistaken
I think you might want to do a trig sub
^
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Oh really? It shows up in my partial frac notes package....
I think we can do it over the complex numbers
1/x4 + 4x² + 4
²
why won't ln work for it?
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i guess ill just use trig sub... thanks anyways guys!!!
there is a nice partial fraction way of working this if you allow some guessing
nvm it got complicated :/ we better stick to trig substitution \(x = \sqrt{2}\tan u\)
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