A muscle builder holds the ends of a massless rope. At the center of the rope,
a 15-kg ball is hung as shown. What is the tension in the rope if the angle θ in the drawing is 4.5° from the horizontal?
2⋅T⋅sin4.5°=mg→T=mg2⋅sin4.5°=15⋅9.82⋅sin4.5°≈940 (N)2\cdot T\cdot \sin4.5°=mg\to T=\frac{mg}{2\cdot\sin4.5°}=\frac{15\cdot9.8}{2\cdot\sin4.5°}\approx940\ (N)2⋅T⋅sin4.5°=mg→T=2⋅sin4.5°mg=2⋅sin4.5°15⋅9.8≈940 (N) . Answer
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