An airplane is flying with an airspeed of 250 km/hr (speed relative to the air) due east. on this particular day there is a cross tail wind coming from the southwest blowing to the northeast at 40 km/hr relative to the earth. if the pilot makes no corrections to his flight path and instead lets the wind push them what is the ground speed of this airplane? (speed of the plane relative to the ground)? (round to 4 significant digits) km/hr now if the pilot does decide to take corrective action but not change the airspeed of the plane in what direction should he point the plane? (describe your solution in terms of direction, degrees in a certain direction from east, round to 2 significant digits) of east after the pilot has taken corrective action what is the new ground speed of the plane? (round to 4 significant digits] km/hr if this flight left at 8: 10 pm flying 692km to the destination airport what would have been the original scheduled arrival time? this is the time that it would have taken with no wind, and assume that the plane flew at constant speed the entire flight. (round your answers the nearest minute) pm what should be the new arrival time taking into consideration the added wind?