A plane flies with a constant speed of (65.0 + A) m/s relative to the air. The plane needs to get to an airport straight south of its current location. When the plane encounters a wind from the west with a wind speed of (24.0 + B) m/s, the pilot makes the necessary corrections to ensure the plane will get to the desired destination. With this correction, what is the new speed of the plane relative to the ground? Calculate the answer in meters per second (m/s) and rounded to three significant figures.
A = 47 and B = 4
A plane flies with a constant speed of (65.0 + A) m/s relative to the air....
A plane flies with a constant speed of (65.0 + A) m/s relative to the air. The plane needs to get to an airport straight south of its current location. When the plane encounters a wind from the west with a wind speed of (24.0 + B) m/s, the pilot makes the necessary corrections to ensure the plane will get to the desired destination. With this correction, what is the new speed of the plane relative to the ground? Calculate...
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A pilot points his plane due north and flies at a speed with respect to air given by vpa=475 km/hr. A wind is blowing at vag=58 km/hr with respect to the ground at an angle of 50º south of east. What is the speed of the plane with respect to the ground?
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Plane flies 75 m/s Now imagine that you want to fly this 500+500 = 1000 km round trip along a north-south line, and the wind is 50 m/s per second from the west. At what angle will you have to align the plane so that it will move along a north-south line even though there is a cross wind of 50 m/s? If you are standing on the ground watching the plane fly with that cross-wind, the plane will look...