Mass of Block B for Inclined Pulley System with 10kg Mass A

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In summary, the conversation discusses a problem involving two connected blocks over a pulley, where block A has a mass of 10kg and a coefficient of kinetic friction of 0.20 on an incline of 30 degrees. Block A slides down the incline at a constant speed, and the question asks for the mass of block B. The speaker also requests for work to be shown and reminds that they are there to help with understanding, not do the homework. They also inquire about the forces acting on block A and the relationship between them given the constant velocity.
  • #1
JUniTo24
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Two blocks are connected over a pulley the mass of block A is 10kg, and the coefficient of kinetic friction between A and the incline is 0.20.Angle θ of the incline is 30 ̊ .Block A slides down the incline at constant speed. What is the mass of block B?
 
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  • #2
Show some work, please. We are here to help you do your own homework. We are not here to do your homework for you.
 
  • #3
D H said:
Show some work, please. We are here to help you do your own homework. We are not here to do your homework for you.

This problem I do not understand it it he it is going to think in consideration to the one that could help
 
  • #4
Can you describe the forces that act on block A?
They say that the velocity of A is constant, can you use that to say something about the relation between those forces?
 

FAQ: Mass of Block B for Inclined Pulley System with 10kg Mass A

What is the purpose of finding the mass of Block B in an inclined pulley system with a 10kg mass A?

The mass of Block B is an important factor in determining the mechanical advantage and efficiency of the inclined pulley system. It also helps in understanding the forces involved in the system and predicting its overall performance.

How is the mass of Block B calculated in an inclined pulley system with a 10kg mass A?

The mass of Block B can be calculated by using the formula: Mass of Block B = (Mass of Block A * Acceleration due to gravity * Length of inclined plane) / (Efficiency * Mechanical advantage). This formula takes into account the weight of Block A, the angle of the inclined plane, and the efficiency and mechanical advantage of the pulley system.

What factors can affect the mass of Block B in an inclined pulley system with a 10kg mass A?

The mass of Block B can be affected by several factors such as the weight of Block A, the angle of the inclined plane, the efficiency and mechanical advantage of the pulley system, and external forces like friction and air resistance.

Why is it important to consider the mass of Block B when designing an inclined pulley system with a 10kg mass A?

The mass of Block B plays a crucial role in the performance and efficiency of the inclined pulley system. It can also affect the stability and safety of the system. Therefore, considering the mass of Block B is essential in designing an effective and reliable pulley system.

How can the mass of Block B be optimized in an inclined pulley system with a 10kg mass A?

The mass of Block B can be optimized by adjusting the weight of Block A, the angle of the inclined plane, and the efficiency and mechanical advantage of the pulley system. By finding the right balance between these factors, the mass of Block B can be optimized to achieve the desired performance and efficiency of the system.

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