I would just like to confirm these homework question answers

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Homework Help Overview

The discussion revolves around the principles of forces and equilibrium, specifically examining scenarios involving three forces acting on an object. The subject area includes concepts from classical mechanics, particularly Newton's laws of motion.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are sharing their reasoning regarding the arrangement of forces and their ability to achieve equilibrium. Questions are raised about the validity of the original poster's statements and the implications of force diagrams.

Discussion Status

The discussion is ongoing, with participants providing their interpretations and reasoning. Some have attempted to visualize the problem through diagrams, while others are questioning the assumptions made in the original statements. There is no explicit consensus yet, but guidance has been offered in the form of suggestions to reconsider the arrangement of forces.

Contextual Notes

Participants are working within the constraints of homework questions and are exploring the definitions and implications of forces in equilibrium. There is an emphasis on understanding the geometric arrangement of forces, such as the concept of an equilateral triangle.

chance master
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True or False:
If three forces, all of equal magnitude, act on a single object can these forces be arranged to cancel out, so that the object is in equilibrium? (F)

If three forces, all of unequal magnitude with the other two, act on a single object, it is never possible for these
three forces to cancel, so we can deduce that there will be a net force on the object.(F)

According to Newton's 3rd Law, it is never possible for a single force to act on a single object.(T)
 
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I'd like to hear your reasoning for your answer to number 1.
 
I figure that no matter which way you organize 3 forces of equal calibre(let's say 600N), you can never balance the 3 forces so that there would be a net force of zero on the object. I tried making a force diagram but I still came to the same conclusion.
 
chance master said:
I figure that no matter which way you organize 3 forces of equal calibre(let's say 600N), you can never balance the 3 forces so that there would be a net force of zero on the object. I tried making a force diagram but I still came to the same conclusion.
Do you understand the concept of an equilateral triangle?
 
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For the third one, consider pulling a cart with a rope and examine the point of contact
of the rope with the cart (draw the force arrows) and see if you still arrive at the
same conclusion.
 

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