Finding a Particular Antiderivative

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Find the particular antiderivative of the function $f$ given by $f(x)=\frac{6*x}{\sqrt{x^2+5}}$ that satisfies the initial condition $F(2)=10$.

$6*\sqrt{x^2+5}+8$

$\frac{6*x}{\sqrt{x^2+5}}+C$

$6*\sqrt{x^2+5}-8$

$6*\sqrt{x^2+5}$

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