Solution.
Fp=50N;F_p=50N;Fp=50N;
Θ=30o;\varTheta=30^o;Θ=30o;
Ff=40N;F_f=40N;Ff=40N;
d=3m;d=3m;d=3m;
W−?;W-?;W−?;
W=FcosΘd;W=Fcos\varTheta d;W=FcosΘd;
Traction force work: Wp=50N⋅0.866⋅3m=130J;W_p=50N\sdot0.866\sdot3m=130J;Wp=50N⋅0.866⋅3m=130J;
Work of friction force (angle is equal to 180o): Wf=40N⋅(−1)⋅3m=−120J;W_f=40N\sdot(-1)\sdot3m=-120J;Wf=40N⋅(−1)⋅3m=−120J;
Net work:
W=Wp+Wf;W=W_p+W_f;W=Wp+Wf;
W=130J−120J=10J;W=130J-120J=10J;W=130J−120J=10J;
Answer: W=10J.W=10J.W=10J.
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