An iceboat of mass M = 250 kg sits motionless on a frozen lake. A steady wind starts to blow from the West, pushing the boat with a constant force F = 150 N. The boat slides without friction. It must reach the finish pole, which is located at theta = 23 degrees North of East, a distance D = 100 m.

However, the iceboat doesn't take a direct path -- the captain first goes due North, then due East as shown.

How fast is the boat moving when it reaches the point marked "X"?