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Solve $$$175 x^{2} - 990 x + 1359 = 0$$$ for $$$x$$$ (real roots)

The calculator will try to solve the equation $$$175 x^{2} - 990 x + 1359 = 0$$$ for $$$x$$$ (find the real roots) on the interval $$$\left(-\infty, \infty\right)$$$.
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Solve the equation $$$175 x^{2} - 990 x + 1359 = 0$$$ for $$$x$$$ on the interval $$$\left(-\infty, \infty\right)$$$.

Answer

Real roots

$$$x = \frac{99}{35} - \frac{12 \sqrt{2}}{35}\approx 2.343698207186367$$$A

$$$x = \frac{3 \left(4 \sqrt{2} + 33\right)}{35}\approx 3.31344464995649$$$A


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