A plane is flying due south at 500 mph at 35,000 feet al
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A plane is flying due south at 500 mph at 35,000 feet altitude, straight and level. A second plane is initially 40 miles
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A plane is flying due south at 500 mph at 35,000 feet altitude, straight and level. A second plane is initially 40 miles due east of the first plane, also at 35,000 feet altitude, flying straight and level at 550 mph. Determine the compass angle at which the second plane would be on a collision course with the first. How long will it take for the second plane to catch the first? Hint: Use the relative velocity equation and solve graphically or analytically. Given: Speed of first plane V1 ?? 500?mph ?1 ?? 270?deg Speed of second plane V2 ?? 550?mph Initial distance between planes di ?? 40?mi Note that, for compass headings, due north is 0 degrees, due east 90 degrees, and the angle increases clockwise. However, in a right-handed Cartesian system, due north is 90 degrees (up) and due east is 0 degrees (to the right). The Cartesian system has been used above to define the plane headings.
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