A mass being pushed up an inclined plane

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SUMMARY

The discussion focuses on calculating the force required to push a mass up an inclined plane, specifically using a mass of 24.7 kg, resulting in a gravitational force (Fg) of 242.06 N. The participant calculated the component of this force acting along the incline (FgII) as 185.4287 N, but this was identified as incorrect due to the omission of friction and the need for a clearer symbolic representation of the equations used. The conversation emphasizes the importance of including all forces acting on the mass, particularly gravity, when solving such problems.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Basic trigonometry for calculating force components
  • Knowledge of inclined plane physics
  • Familiarity with free-body diagrams
NEXT STEPS
  • Review the principles of inclined plane mechanics
  • Learn how to draw and analyze free-body diagrams
  • Study the effects of friction on inclined planes
  • Explore the use of symbolic equations in physics problem-solving
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Students studying physics, educators teaching mechanics, and anyone interested in understanding forces on inclined planes.

jamiebean
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Homework Statement
attached below
Relevant Equations
gravitational force=mass x 9.8
IMG_0944.jpg
螢幕截圖 2020-05-22 下午8.09.01.png


i tried to solve the problem with the above way

then i calculated Fg= mass x 9.8 = 242.06 N
FgII= Fg x sin50 =185.4287N

so the force required is 185.

is this correct?
 
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It is not correct. Please provide more more details of your solution, specifically the equation you used in symbolic form. You seem to have forgotten the effect of gravity on the block.
jamiebean said:
i tried to solve the problem with the above way
What is the "above way"? I don't see it; all I see is a diagram. Are we to assume that the incline is frictionless?
 

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