Given the equation y = x^2- 16x + 89 with zeros of x = 8 - 5i and x = 8 + 5i, which of the following identifies the general shape of its associated graph? (1 point)
O The graph lies above the x-axis.
O The graph opens downward.
O The vertex is to the left of the y-axis.
O The graph touches the x-axis exactly twice.
The graph of a quadratic equation with complex zeros opens upward, not downward. Also, since the complex zeros are not real numbers, the graph does not touch the x-axis. Therefore, the correct answer is:
The graph lies above the x-axis.