- #1
gunho
- 1
- 0
why?
the same goes for kinetic
the same goes for kinetic
No, a static force graph does not always go through the origin. The position of the origin on a graph represents the point at which there is no force acting on an object. In some cases, there may be a non-zero force acting on an object even when it is at rest, causing the graph to not go through the origin.
If a normal force graph goes through the origin, it means that there is no normal force acting on the object. This can occur when the object is in a state of free fall or when there are no surfaces in contact to exert a normal force.
No, a normal force graph cannot go below the x-axis. The x-axis represents the direction of the applied force, and the normal force always acts perpendicular to the surface, so it cannot have a negative value. If the normal force graph dips below the x-axis, it would indicate that the normal force is acting in the opposite direction of the applied force, which is not physically possible.
A static force graph shows the relationship between the applied force and the resulting static friction force on an object. On the other hand, a normal force graph shows the relationship between the applied force and the normal force acting on an object. Both graphs can have different shapes and do not necessarily go through the origin.
Understanding the behavior of a static/normal force graph is important in many applications, such as designing structures, analyzing forces in machines, and predicting the motion of objects. It allows us to determine the maximum forces that can be applied before an object starts to move or breaks, as well as the direction and magnitude of the forces acting on an object.