[ATTACH=full]1862[/ATTACH]
let speed of wind be w
w^2=875^2+800^2-2(875)(800)*cos(8)
w^2=1405625 - 1400000 cos(8°)
w^2=19249.70376
w=sqrt(19249.70376)
w=138.7 km/h
find heading bearing using law of sin
sin(B)/800=sin(8°)/138.7
sin(B)=800sin(8°)/138.7
sin(B)=0.8027
B=sin^-1(0.8027)
B=53.39°
heading bearing is 53.39°-32° =21.4°
