9-15. A smooth rope is placed above a hole in a table (Figure 9-D). One end of the ropefalls through the hole at t=0, pulling steadily on the remainder of the rope. Findthe velocity and acceleration of the rope as a function of the distance to the end oftherope x. Ignore all friction. The total length of the rope is L.FIGURE 9-D Problem 9-15.

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9-15. A smooth rope is placed above a hole in a table (Figure 9-D). One end of the rope falls through the hole at t = the velocity and acceleration of the rope as a function of the distance to the end of the rope x. Ignore all friction. The total length of the rope is L. 0, pulling steadily on the remainder of the rope. Find FIGURE 9-D Problem 9-15.

9-15. A smooth rope is placed above a hole in a table (Figure 9-D). One end of the rope falls through the hole at t = the velocity and acceleration of the rope as a function of the distance to the end of the rope x. Ignore all friction. The total length of the rope is L. 0, pulling steadily on the remainder of the rope. Find FIGURE 9-D Problem 9-15.