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Given that y=f(x),dydx=x−4+y2,y=f(x), \frac{dy}{dx}=x^{-4}+y^2,y=f(x),dxdy=x−4+y2, and f(1π)=−π,f\big(\frac{1}{\pi}\big)=-\pi,f(π1)=−π, find f(43π).f\big(\frac{4}{3\pi}\big).f(3π4).
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