Question: 1 . String Tension Analysis of a ( mathbf { 5 0 0 } ) g load: Solve the tension in each

1. String Tension Analysis of a \(\mathbf{500}\) g load: Solve the tension in each string in your Suspension Bridge Model when the load is 500 g in GRESA form. This is done by solving the tension in the strings connected by point B and then the strings connected by point A and point C.
1 . String Tension Analysis of a \ ( \ mathbf { 5

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