A golfer is attempting to reach the elevated green by hitting his ball under a low-hanging branch in one tree A, but over the top of a second tree B. If the launch speed of the golf ball is vo= 108 mi/hr, what launch angle will put the first impact point of the ball closest to the pin? How far from the pin (distance d) is this impact point? VO 0 0= 13 Answers: d = yd IN i A 21' 46.39 294.47 72 yd B 60' yd 28' 62 yd >> 12 12 yd yd

A golfer is attempting to reach the elevated green by hitting his ball under a low-hanging branch in one tree A, but over the top of a second tree B. If the launch speed of the golf ball is vo= 119 mi/hr, what launch angle will put the first impact point of the ball closest to the pin? How far from the pin (distance d) is this impact point? VO Ꮎ Answers: 0 = 16 yd d = i i A V 24' 68 yd B O yd 56' 28' 75 yd S 11 11 yd yd

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The track for this racing event was designed so that riders jump off the slope at 30, from a height of 1 m. During a race it was observed that the rider shown in Fig. 12-23a remained in mid air for 1.5 s. Determine the speed at which he was traveling off the ramp