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Given the expression $c_{1} x^{a_{1} / b}+c_{2} x^{a_{2} / b}+\ldots+c_{n} x^{a_{n} / b}+c_{n+1}=0$, Where $c_{i}, a_{i}$ and $b$ are integers, and $c_{i}$ are real constants. Is there a way to find their real roots? ...
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