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As an avid biker, you’ve come to realize that your top speed is really an air speed, not a ground speed, because air resistance is very noticeable when you ride fast. You like to ride at top speed for exactly an hour every day, and you know that on a calm day, you can ride 20 km before having to turn around and come back the same way. Today, though, you have a 20-km/h head wind for the first leg of the trip (which of course is a tailwind on the way back). You must be back home in an hour, so you look at your map.

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Here we need to find how much of the distance we can travel having the air resistance in t=1ht=1\hspace{1mm}\text{h}. The distance we must travel in one way is x1=20kmx_1=20\hspace{1mm}\text{km} an that is on a calm day without wind. We have the speed of the wind which is vw=20kmhv_w=20\hspace{1mm}\frac{\text{km}}{\text{h}}

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