1. The problem statement, all variables and given/known data The force exerted by the wind on a sailboat is approximately perpendicular to the sail and proportional to the component of the wind velocity perpendicular to the sail. For the 950 kg sailboat shown in Figure P4.54, the proportionality constant is given below. Water exerts a force along the keel (bottom) of the boat that prevents it from moving sideways, as shown in the figure. Once the boat starts moving forward, water also exerts a drag force backwards on the boat, opposing the forward motion. If a 18 knot wind (1 knot = 0.514 m/s) is blowing to the east, and the sailboat is heading directly north at a speed of 16 knots, determine the magnitude and directions of the wind velocity as measured on the boat. The boats sail is at a 30 degree angle pointing SE. Determine magnitude and direction of wind velocities. \ What is the component of the wind velocity in the direction parallel to the motion of the boat? 2. Relevant equations sqrt x^2+y^2 3. The attempt at a solution I do not know really where to begin, I thought to find x and y component, I should just plug in 18*.514cos30 and sin 30, then square the two, add, and take square root. Also, I do not understand why a perpendicular force does not have a 0 x component? Any help greatly appreciated.