A plane is flying to a city 736 km directly north of
its initial location. The plane maintains a speed of 212 km/h
relative to the air during its flight.
(a) If the plane flies through a constant headwind
blowing south at 52.5 km/h, how much time (in h) will it take to
reach the city?
(b) If instead the plane flies through a constant
tailwind blowing at 52.5 km/h, how much time (in h) will it take to
reach the city?
(c) If instead the plane flies through a constant
crosswind blowing east at 52.5 km/h, how much time (in h)
will it take to reach the city?
V(net) is the velocity relative to the ground.
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