# How to graph quadratic functions, find and label the vertex, axis of symmetry, y-intercept, and max f(x) = (x-7)^2-3?

The given function represents a vertical parabola, opening upwards because the coefficient of ${x}^{2}$ is positive.
To graph the function, find x intercept also by solving ${\left(x - 7\right)}^{2}$-3=0. x would be $\left(7 + \sqrt{3}\right)$ and $\left(7 - \sqrt{3}\right)$