1) The work done by the man
W=F⋅s⋅cosα=200⋅20⋅cos15°≈3864 (J)W=F\cdot s \cdot\cos\alpha=200\cdot20\cdot\cos 15°\approx3864\ (J)W=F⋅s⋅cosα=200⋅20⋅cos15°≈3864 (J)
2) The work done against friction
W=Ff⋅s=(mg⋅cos15°+200⋅sin15°)⋅k⋅s=W=F_f\cdot s =(mg\cdot \cos15°+200\cdot\sin 15°)\cdot k\cdot s=W=Ff⋅s=(mg⋅cos15°+200⋅sin15°)⋅k⋅s=
=(40⋅9.81⋅cos15°+200⋅sin15°)⋅0.1⋅20≈861 (J)=(40\cdot9.81\cdot \cos15°+200\cdot\sin 15°)\cdot 0.1\cdot 20\approx861\ (J)=(40⋅9.81⋅cos15°+200⋅sin15°)⋅0.1⋅20≈861 (J)
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