Calculating Required Force for Pushing a Block on an Inclined Ramp

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In summary, to push a 870kg block up an 80m ramp at a constant speed, you will need a force that takes into account the coefficient of sliding friction of .32 between the block and the ramp, as well as the angle of 16 degrees from the ground. Using Newton's second law for a system in equilibrium, you can set the sum of forces to equal 0 and rearrange the variables to get units of kg*m/s^2.
  • #1
jolee'11
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HELP! FORCE with RAMP!

Homework Statement



What force is required to push a 870kg block up an 80m ramp at a constant speed. The block has a coefficient of sliding friction of .32 with the ramp, and angle of 16 degrees from the ground.

Homework Equations





The Attempt at a Solution


F=(.32)+((870)(9.81)(sin(16))?
 
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  • #2


Well, first you should realize that your units don't match up. You can only add similar units, and they should be the same as the units on the other side of the equal sign. Try rearranging your variables to give units of kg*m/s^2. Currently, you are attempting to add a unit-less coefficient to something with units of kg*m/s^2.
 
  • #3


If you get stuck again, let me know, and don't forget to use Newton's second law for a system in equilibrium (sigma)F = 0
 

FAQ: Calculating Required Force for Pushing a Block on an Inclined Ramp

What is "HELP FORCE with RAMP"?

"HELP FORCE with RAMP" is a scientific concept that combines the use of force and ramp systems to assist with lifting or moving heavy objects. It is often used in engineering and physics to demonstrate the principles of mechanical advantage.

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The concept of "HELP FORCE with RAMP" involves using a ramp to decrease the amount of force needed to lift or move an object. The longer the ramp, the less force is required to move the object. This is due to the principle of mechanical advantage, where the length of the ramp acts as a lever to distribute the weight of the object over a greater distance.

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One of the main benefits of using "HELP FORCE with RAMP" is that it reduces the amount of force needed to lift or move an object, making it easier and safer for individuals to handle heavy loads. It also allows for the efficient use of resources, as less force is required to achieve the same result.

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While "HELP FORCE with RAMP" can be a useful concept, it does have some limitations. The length and angle of the ramp must be carefully considered to ensure that the weight of the object is evenly distributed and does not exceed the weight capacity of the ramp. Additionally, friction and other external forces can affect the efficiency of the system.

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