If g(x) is positive, then the integral ∫ab g(x) dx a corresponds to the area beneath g(x) and above the x-axis over the interval [a, b]. On [0, 8], the function g(x) is above the x-axis and is therefore positive. Thus, ∫8 g(x) dx 0 equals the area of the triangle created by the function, the x-axis, and the y-axis. This triangle is a right triangle with a side length of along the x-axis and a side length of along the y-axis. (Give the numeric values.)