The idea is to divide the output force (the amount of weight it can lift in this case) by the input force.
The mechanical advantage of a simple machine in this scenario would be 5. This is calculated by dividing the output force (200 newtons) by the input force (40 newtons).
The answer is 5. To find mechanical advantage, divide the force required by the force given. 200/40 = 5
If the mechanical advantage of the pulley is 1, then the input force needed to lift the 900-newton refrigerator is also 900 newtons. This means that the moving company would need to apply a force of 900 newtons to raise the refrigerator to the second floor.
The mechanical advantage of the simple machine is 2, which is calculated as the output force divided by the input force (4n/2n = 2).
The mechanical advantage of a pulley system is calculated by dividing the load force by the effort force. In this case, the mechanical advantage would be 5 (1700 N / 340 N = 5). This means that the pulley system can lift the load with five times less effort force than the weight of the load itself.
The mechanical advantage of a simple machine in this scenario would be 5. This is calculated by dividing the output force (200 newtons) by the input force (40 newtons).
The answer is 5. To find mechanical advantage, divide the force required by the force given. 200/40 = 5
The mechanical advantage (MA) of a machine can be calculated using the formula: MA = Load Force / Effort Force. In this case, the load force is 1700 newtons and the effort force is 340 newtons. Therefore, MA = 1700 N / 340 N = 5. This means that the pulley system provides a mechanical advantage of 5, allowing a smaller force to lift a heavier load.
what is the unit for mechanical advantage
If the mechanical advantage of the pulley is 1, then the input force needed to lift the 900-newton refrigerator is also 900 newtons. This means that the moving company would need to apply a force of 900 newtons to raise the refrigerator to the second floor.
The mechanical advantage of the simple machine is 2, which is calculated as the output force divided by the input force (4n/2n = 2).
No units. It is a ratio
Answer: Mechanical advantage can be achieved just by adding more loops or pulleys. It is given that to lift a crate, a pulley system exerts a force of 2,740 newtons. It is required to find the mechanical advantage of the pulley system if the input force is 250 newtons What is the mechanical advantage of the pulley system if the exerted force changes from 2,740 newtons to 250 newtons? As if the force does some work, it increases the distance. Mechanical advantage does nothing with the number of pulleys. It only depends on the weight that is to be lift. Also, F1/F2 = 2740/250 = 10.96 The multiple pulleys create mechanical advantage. It can be achieved just by adding more loops or pulleys. Therefore, Mechanical advantage can be achieved just by adding more loops or pulleys.
The mechanical advantage of a pulley system is calculated by dividing the load force by the effort force. In this case, the mechanical advantage would be 5 (1700 N / 340 N = 5). This means that the pulley system can lift the load with five times less effort force than the weight of the load itself.
The output force will also be 100 newtons if there is no mechanical advantage involved. If there is a mechanical advantage, the output force can be greater or less than the input force, depending on the specific system.
The mechanical advantage of the system is 4, calculated by dividing the output force (10 N) by the input force (2.5 N). This means that for every 1 unit of force applied, the system produces 4 units of force.
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