Answer:
The pilot must keep the tip pointed at 12.1 degrees to the right with respect to the direction of the runway to align the flight path with the runway.
Explanation:
x= -10m/s
y= 47m/s
r= √(x²)+(y²)
r=48.05 m/s
β= tan⁻¹(y/x)
β=102.01°
the runway is at 90 degrees. Considering the wind, the airplane is flying at 102.01 º direction. Must fly at 12.1 degrees to the right with respect to the direction of the runway to contrarest the wind effect.