Find the area of the shaded region. The x y coordinate plane is given. There are two curves, a vertical line, and a shaded region on the graph. The first curve, labeled y = ∛x, begins at the origin, goes up and right becoming less steep and exits the window in the first quadrant. The second curve, labeled y = 1/x, enters the window almost vertically just left of the y-axis, goes down and right becoming less steep, intersects the first curve at the point (1, 1), and exits the window almost horizontally just above the x-axis. The vertical line, labeled x = 27, begins at the approximate point (27, 0.04) on the second curve, goes up, and ends at the point (27, 3) on the first curve. The region is below the first curve, above the second curve, and left of the vertical line.