A 110 kg object is suspended below the xy-plane by a short cable attached to a steel ring located at the origin (0, 0, 0) as shown below in the figure. An object, 5 cables, 4 vectors, and a square on the x y z coordinate space. The square has its corners at (5, -5, 5), (5, 5, 5), (-5, 5, 5), and (-5, -5, 5). 4 of the cables connect the corners of the square to the origin. The fifth cable extends from where the other 4 meet down to the 110 kg object. The four vectors all begin at the origin and extend up along one of the cables. The vector on the cable connecting the origin to (5, -5, 5) is labeled T_1. The vector on the cable connecting the origin to (5, 5, 5) is labeled T_2. The vector on the cable connecting the origin to (-5, 5, 5) is labeled T_3. The vector on the cable connecting the origin to (-5, -5, 5) is labeled T_4.110 kg The ring itself is attached to 4 ropes which are attached to the ceiling, which is 5 meters above and parallel to the xy-plane. The ropes are attached to the ceiling at the points (−5, −5, 5), (5, −5, 5), (5, 5, 5), and (−5, 5, 5). Use symmetry to find the exact magnitudes T1, T2, T3, and T4 of the tensions in the cables, and use g = 9.8 m/s2 for the acceleration of gravity.

P/S: I tried 2 answers, 466.79 and 1273.05 but didn't work.

 

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A 110 kg object is suspended below the xy-plane by a short cable attached to a steel ring located at the origin (0, 0, 0) as shown below in the figure. z (-5,-5,5) (-5,5,5) T₂ T3 = (5,-5,5) T₁ = 466.79 Submit Answer The ring itself is attached to 4 ropes which are attached to the ceiling, which is 5 meters above and parallel to the xy-plane. The ropes are attached to the ceiling at the points (-5, -5,5), (5, -5, 5), (5, 5, 5), and (-5, 5, 5). Use symmetry to find the exact magnitudes T₁, T₂, T3, and T4 of the tensions in the cables, and use g = 9.8 m/s² for the acceleration of gravity. T₁ 1273.05 X X N N N T N 110 kg T₁. T₂ (5,5,5) y A 110 kg object is suspended below the xy-plane by a short cable attached to a steel ring located at the origin (0, 0, 0) as shown below in the figure. z (-5,-5,5) (-5,5,5) T₂ T3 = (5,-5,5) T₁ = 466.79 Submit Answer The ring itself is attached to 4 ropes which are attached to the ceiling, which is 5 meters above and parallel to the xy-plane. The ropes are attached to the ceiling at the points (-5, -5,5), (5, -5, 5), (5, 5, 5), and (-5, 5, 5). Use symmetry to find the exact magnitudes T₁, T₂, T3, and T4 of the tensions in the cables, and use g = 9.8 m/s² for the acceleration of gravity. T₁ 1273.05 X X N N N T N 110 kg T₁. T₂ (5,5,5) y

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The weight is applied only along the negative Zayis which equals ... View the full answer