Asked by Hannah Montana
A plane flies out of city A traveling an average of 325 mph, and reaches city B in 3 hours 24 minutes. On the return flight there is a tail wind that increases the plane's speed so it takes only 3 hours and 15 minutes to fly back to city A from city B. What is the speed of the tail wind?
Answers
Answered by
Henry
d = 325mi/h * 3.4h = 1105 miles.
Vp = 1105mi / 3.25h = 340mi/h = speed of plane.
Vw = 340mi/h - 325mi/h = 15mi/h = speed of tail wind.
Vp = 1105mi / 3.25h = 340mi/h = speed of plane.
Vw = 340mi/h - 325mi/h = 15mi/h = speed of tail wind.
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