Passive forces and Newton's laws

AI Thread Summary
A block can maintain a constant velocity despite an applied force, as this does not violate Newton's first law, which states that an object at rest or in uniform motion will remain so unless acted upon by a net external force. To keep the block moving at a velocity twice as large, a proportional increase in the applied force is necessary to counteract any opposing forces, such as friction. The magnitude of unknown forces in various scenarios, such as weights hanging from chains or strings, can be calculated by summing the forces acting on the system. In cases where the net force is not zero, the block cannot achieve constant velocity. Understanding these principles is crucial for grasping the relationship between force, motion, and equilibrium.
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A block can move with constant velocity even though it has an applied force. Newton's first law is NOT violated.

We were going over this in class today but I don't understand it, why is Newton's first law not violated?

What applied force would you need to keep the block moving with a constant velocity that is twice as large as before?

I also have the following questions that I just want to make sure I'm doing correctly:
What is the magnitude of the unknown force?
a. A 1.0 N weight is hanging at rest from a chain with weight of 0.5N. Is magnitude=1.0+0.5N?

b.A 1.0 N weight is hanging at rest from a string with negligible weight. Magnitude =1.0+0?

c.A spring with negligible weight and a hanging weight of 1.0 N. Magnitude=1.0+0??
 
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If the sum of all forces acting on the block is not 0, it can't move with a constant velocity.
There probably is a friction force.
Note that constant velocity means, that the direction is constant as well as the magnitude.
 
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