We have the expression:
[tex]y=16x^2+248x+116[/tex]We now, solve using the quadratic function:
[tex]x=\frac{-(248)\pm\sqrt[]{(248)^2-4(16)(116)}}{2(16)}[/tex]Now, we will have that x has the following values:
[tex]x\approx-0.48[/tex]and:
[tex]x\approx-15.02[/tex]