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Theorem 1 (Newdon-Leibniez). If $f\in C^1([a,b])$ then \begin{equation}\label{eq:NL} \int_a^b f'(x) d x=f(b)-f(a) \end{equation} In Theorem 1 the main part is \eqref{eq:NL}.
\begin{equation} x = \int_a^b{\frac{x}{2g}dx} \end{equation}

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