Which graph represents a function with a negative leading coefficient?

A graph that represents a function with a negative leading coefficient will typically show a downward-opening shape, such as a downward parabola or a linear function with a negative slope. As (x) increases, the (y)-values will decrease, indicating that the function approaches negative infinity in the positive direction. Additionally, if the graph intersects the (y)-axis, the (y)-value at the intercept will be positive or negative, depending on the specific function.