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A plane travels at a speed of 160mph in still air. flying with a tailwind, the plane is clocked over a distance of 550 miles. flying against a headwind, it takes 2 hours longer to complete the return trip. what was the wind velocity? (round your answer to the nearest tenth.)

Respuesta :

The time of travel with wind will be; 550/160 = 3.4375 hours
Time against a headwind will be 3.4375 hours + 2 hours = 5.4375 hours
Therefore; the speed of plane against wind will be;
  = 550/ 5.4375
  = 101.15 mph
Assuming x is the plane  speed in still air and w the speed of the wind.
But; 160 = x + w
        101.15 = x-w ; subtracting 
    2w = 58.85 
       w = 29.425 mph
Hence the speed of wind is 29.425mph

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