Solve the given problems applying the Polya’s 4 steps in showing the solutions.
1. a plane traveled 600 miles to Zamboanga and back. The trip there was with the wind. It took 2 hours. The trip back was against the wind. The trip back was 6 hours. Find the speed of the plane in still air and speed of the wind.
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Answer:
Let the speed of the airplane = x
Let the speed of the wind = y
The airplane travels 600 miles against the wind in 4 hours
600 = 4*(x-y) ...(1)
It makes the return trip with the same wind in 2 hours
600 = 2*(x+y) ...(2)
(2)*2=>
1200=4*(x+y) ...(3)
(2)-(3)=>
-600 = - 8y
8y=600
y=600/8
y=75 m/h
So, the speed of the wind = y = 75mph
Step-by-step explanation:
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