We find work by the following formula:
A=(F1+F2⋅cosθ2+F3⋅cosθ3)⋅LA=(F_1+F_2\cdot cos\theta_2+F_3\cdot cos \theta_3 )\cdot LA=(F1+F2⋅cosθ2+F3⋅cosθ3)⋅L
A=(2.9+3.5⋅cos(52)+10⋅cos(30))⋅4.2=57.834JA=(2.9+3.5\cdot cos(52)+10\cdot cos(30) )\cdot 4.2 = 57.834 JA=(2.9+3.5⋅cos(52)+10⋅cos(30))⋅4.2=57.834J
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