If F(x)=∫0x2sin(t)dtF(x) = \int_{0}^{x^2} \sin(t) dtF(x)=∫0x2sin(t)dt, calculate F′(π)F'(\sqrt{\pi})F′(π).
000
−2π-2\sqrt{\pi}−2π
2π2\sqrt{\pi}2π
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