What bearing and airspeed are required for a plane to fly 700 miles due north in 3.5 hours if the wind is blowing from a direction of 341° at 14 mph? The plane should fly at mph at a bearing of (Round to the nearest integer.)
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- (a) A plane is initially flying at a speed of 340 mph east, when it runs into a stormy area where the wind blows at 100 mph in the direction 30.0° north of east. Calculate the new speed (in mph) and direction (in degrees north of east) of the plane relative to the ground. (Enter your answer accurate to at least one decimal place.) speed direction (b) What If? In what direction (in degrees south of east) should the plane aim to move so that its net speed is eastward despite the wind? ° south of east mph ° north of east (c) What would be the speed (in mph) of the plane relative to the ground in this case? mph Need Help? Read ItA ship sets out to sail to a point 142 km due north. An unexpected storm blows the ship to a point 130 km due east of its starting point. (a) How far and (b) in what direction (as an angle from due east, where north of east is a positive angle) must it now sail to reach its original destination?An airplane is travelling at 620 km/h on a heading of 305°. The wind of 80 km/h is flowing from a bearing of 260º. Determine the ground velocity of the boat. You can use trigonometry method or rectangular components method, but the final answer needs to be written in the same form as the original question.
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