QuestionSolve the equation $5 x^{2} - 8 = 12 x$.

Studdy Solution
Now, we can calculate the two possible values for $x$.
$$x = \frac{12 + \sqrt{304}}{10}, \frac{12 - \sqrt{304}}{10}$$So, the solutions to the equation $5x^{2}-=12x$ are $x = \frac{12 + \sqrt{304}}{10}$ and $x = \frac{12 - \sqrt{304}}{10}$.