If f (x) = | LNX | has three intersections with the function y = KX in the interval (0,3), then the value range of K is

If f (x) = | LNX | has three intersections with the function y = KX in the interval (0,3), then the value range of K is

The image of F (x) = / LNX / is to turn the part of the interval of X ∈ (0, e) below the x-axis over the x-axis, so y = KX has an intersection with F (x) on (0, e) and two intersections on (E, 3]. At this time, two equations y = KX and y = LNX PS are established simultaneously. At this time, the absolute value can be removed. To make the equation have two solutions, we can get the range of K