Question 177581
A six passenger plane cruises at 180 mph in calm air. if the plane flies 7 miles with the wind in the same amount of time as it flies 5 miles against the wind, then what is the wind speed?
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Downwind DATA:
distance = 7 mi ; rate = 180+w ; time = d/t = 7/(180+w)
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Upwind DATA: 
distance = 5 mi ; rate = 180-w ; time = d/t = 5(180-w)
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Equation:
time = time
7/(180+w) = 5/(180-w)
7*180 - 7w = 5*180 + 5w
12w = 2*180
w = 30 mph (speed of the wind)
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Cheers,
Stan H.