Suppose that a meter stick is balanced at its center. A 0.18 kg mass is then positioned at the 8-cm mark. At what cm mark must a 0.22 kg mass be placed to balance the 0.18 kg mass?
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Suppose that a meter stick is balanced at its center. A 0.18 kg mass is then...
A mass of 1 kg is located at the O-cm end of the meter stick. If the meter stick is suspended at center, what mass must be placed at the 75-cm mark to balance the stick?
A 1 kg mass is hanging off the 0 cm mark of a massless meter stick that is resting on a fulcrum at the 20 cm mark. How much mass must be placed at the 100 cm mark in order to make the meter stick balance? 1/4 kg 1/2 kg 1/5 kg 2/3 kg 1/3 kg
A fulcrum is placed at the 40 cm mark on a 50 g meter stick (center of mass at the 50 cm mark). A 35 g mass is placed at the 10 cm mark. What mass would have to be placed at the 75 cm mark to balance the meter stick?
2. A meter stick was pivoted at the 30 cm mark with its center of gravity at the 50 cm mark. If a mass of 25.29 g is hanging at the 70.35 cm mark, what mass must be hung from the 11.98 cm mark in order for the system to be in equilibrium? (Take the mass of the stick to be 98 8)
A uniform meter stick is balanced with the pivot located at the 60 cm mark. And a mass of 50 grams placed at the 85 cm mark. What is the mass of the meter stick?
A pivot clip is positioned at the center of a meter stick with two hanging clips placed on the left side (each clip is 5 g) one at 10 cm from the center and other at 30 cm from the center. Each added mass is 30 g. What single mass would need to be positioned at 40 cm to the right of center to balance the system
A meter stick has a mass of 0.12 kg and balances at its center. When a small chain is suspended from one end, the balance point moves 12.0 cm toward the end with the chain. Determine the mass of the chain.
A meter stick has a mass of 0.27 kg and balances at its center. When a small chain is suspended from one end, the balance point moves 26.0 cm toward the end with the chain. Determine the mass of the chain.
2. A meter stick was pivoted at the 30 cm mark with its center of gravity at the 50 cm mark. If a mass of 25.29 g is hanging at the 70.35 cm mark, what mass must be hung from the 11.98 cm mark in order for the system to be in equilibrium? (Take the mass of the stick to be 98 g)
the fulcrum is positioned at the 50cm mark on the meter stick. A 50g mass is hung from 67 m mark on the stick. Also a 200g mass is suspended from the 89 cm mark. A. Calculate the total clockwise torque due to these masses B. assuming that the total counterclockwise torque is equal to the answer in (A) above, calculate the position on the meter stick where 315g mass must be suspended in order to balance the stick.