The following forces act on a hockey puck (round, rubber disk) sitting on a frictionless surface: F_1 = 15.5 N at 15 degrees; F_2 = 27.9 N at 125 degrees; and F_3 = 31.7 N at 235 degrees. All the forces are in the plane of the ice. Determine the net force on the puck. Fnetx= F1x-F2x-F3x=max, Fnety= F1y+F2y-F3y=may F1x=15.5Ncos15=14.97 F1y=15.5Nsin15=4.01 F2x=27.9Ncos125= -16 F2y=27.9Nsin125=22.85 F3x=31.7Ncos235=-18.18 F3y=31.7Nsin235= -25.96 Fnetx=14.97+16+18.18=49.15 Fnety=4.01+22.85+25.96=52.82 Im getting this problem wrong and I am not sure where I am messing up.
You should simply sum the forces with the values you've computed for the x and y components: Fnetx = F1x + F2x + F3x and similarly for Fnety