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Question $12$$\newline$$x$$\newline$$g(x)$$\newline$$-6$$\newline$$0$$\newline$$-4$$\newline$$-12$$\newline$$-2$$\newline$$-16$$\newline$$0$$\newline$$-12$$\newline$$g(x)$$0$$\newline$$0$$\newline$$g(x)$$2$$\newline$$g(x)$$3$$\newline$A quadratic function, $\newline$$g(x)$$4$, is described by the equation $\newline$$g(x)$$5$.$\newline$Some of the values of a second quadratic function, $\newline$$g(x)$, are shown in the table.$\newline$Which statement is a true comparison of the properties of $\newline$$g(x)$$4$ and $\newline$$g(x)$ ?$\newline$The graph of $\newline$$g(x)$ has a lower minimum value and a lower $\newline$$-6$$0$-intercept value than the graph of $\newline$$g(x)$$4$.$\newline$The graph of $\newline$$g(x)$ has a higher minimum value but a lower $\newline$$-6$$0$-intercept than the graph of $\newline$$g(x)$$4$.$\newline$The graph of $\newline$$g(x)$ has a lower minimum value and a higher $\newline$$-6$$0$-intercept value than the graph of $\newline$$g(x)$$4$.$\newline$The graph of $\newline$$g(x)$ has a higher minimum value and a higher $\newline$$-6$$0$-intercept value than the graph of $\newline$$g(x)$$4$.