Pawn
- 18
- 3
- Homework Statement
- The magnitudes of the forces is not given
- Relevant Equations
- F net = F1+F2+F3... =0
The discussion centers on identifying which object is in static equilibrium based on the forces acting on it. Participants argue that option B is correct due to the balance of forces, while others suggest option D may also be valid. The key takeaway is that for an object to be in static equilibrium, the sum of external forces and the sum of external torques must both equal zero. The conversation emphasizes the importance of understanding the distribution and magnitude of forces acting on the object.
PREREQUISITESStudents of physics, engineers, and anyone interested in mechanics and the principles of static equilibrium.
I chose B because the two forces in the right side are acting in the sides of the object while the one which is facing to the left is in the middle so i thought they will balance.Lnewqban said:Welcome!
Please, explain which is your choice and why?
Are two not more forceful than one?Pawn said:I chose B because the two forces in the right side are acting in the sides of the object while the one which is facing to the left is in the middle so i thought they will balance.
(the forces have the same magnitude in option B)
So the correct option is D ?PeroK said:Are two not more forceful than one?
What is your argument? Presenting that will give you better feedback than a simple yes/no.Pawn said:So the correct option is D ?
Because the force that's acting on the left is twice that of the force that is acting in the right so the net force will be zero.Orodruin said:What is your argument? Presenting that will give you better feedback than a simple yes/no.
There's something not quite right about the way you've phrased that. What about "the single force on the left is equal in magnitude to ... forces on the right". Can you fill in the blanks?Pawn said:Because the force that's acting on the left is twice that of the force that is acting in the right so the net force will be zero.
The single force on the left is equal in magnitude to the sum of magnitudes of the forces on the right .PeroK said:There's something not quite right about the way you've phrased that. What about "the single force on the left is equal in magnitude to ... forces on the right". Can you fill in the blanks?
That sounds better. "Sum" is the key word here, in my opinion.Pawn said:The single force on the left is equal in magnitude to the sum of magnitudes of the forces on the right .
That leaves us both C and D. So which is it ?Pawn said:The single force on the left is equal in magnitude to the sum of magnitudes of the forces on the right .
If you follow the thread back, that was in reference to option D.BvU said:That leaves us both C and D. So which is it ?