Compare the functions below. Select the true statements. When x ≈ 8, the value of h(x) exceeds the values of both f(x) and g(x). When x > 4, the value of f(x) exceeds the values of both g(x) and h(x). As x increases on the interval [0, [infinity]), the rate of change of g eventually exceeds the rate of change of both f and h. A quantity increasing exponentially eventually exceeds a quantity growing quadratically or linearly. As x increases on the interval [0, [infinity]), the rate of change of f eventually exceeds the rate of change of both g and h. Over the interval [2, 3], the average rate of change of g is lower than that of both f and h.