1. Place the meter stick on the vertex of a triangular wooden block so that it balances horizontally. Determine the point of balance of the stick. This is its center of gravity. 2. To determine the weights of the 2 unknown masses by torque, hang the masses from the meter stick such that the lighter mass (with weight W1) is at 1 cm mark and the other mass (with weight W2) is at a point where the stick balances horizontally. Note the position of W2. Write a torque equation of the system.

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1. Place the meter stick on the vertex of a triangular wooden block so that it balances
horizontally. Determine the point of balance of the stick. This is its center of gravity.
2. To determine the weights of the 2 unknown masses by torque, hang the masses from
the meter stick such that the lighter mass (with weight W) is at 1 cm mark and the
other mass (with weight W2) is at a point where the stick balances horizontally. Note
the position of W2. Write a torque equation of the system.
Transcribed Image Text:1. Place the meter stick on the vertex of a triangular wooden block so that it balances horizontally. Determine the point of balance of the stick. This is its center of gravity. 2. To determine the weights of the 2 unknown masses by torque, hang the masses from the meter stick such that the lighter mass (with weight W) is at 1 cm mark and the other mass (with weight W2) is at a point where the stick balances horizontally. Note the position of W2. Write a torque equation of the system.
2. Position of W2 with Wi at the 1-cm mark.
1 cm
cm
cm
W2
Torque Equation 8.1: (torque equation of the system)
Transcribed Image Text:2. Position of W2 with Wi at the 1-cm mark. 1 cm cm cm W2 Torque Equation 8.1: (torque equation of the system)
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