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The vertical axis gives the distance of an object from a fixed point - the point of reference - after a time, as measured on the horizontal axis.
That is the correct spelling of "parallel lines" (coplanar lines always a fixed distance apart).
sounds like a sphere to me.
A solid sphere perhaps?
The locus of a moving point so that it is equidistant from another fixed point (i.e. the distance between them is always constant) is a circle.
It is the circle's radius
The input distance of a single fixed pulley is equal to the output distance. The pulley system doesn't provide a mechanical advantage in terms of distance but does change the direction of the force applied.
The question is ambiguous. Is the"single" point fixed or floating?
The radius is always at a fixed, unchanging distance from the center of a circle to all the surrounding points.
Locus
Refresh rate
In a fixed pulley system, the effort rope must move the same distance as the resistance (4m) in order to raise it by the same amount. This is because the fixed pulley changes the direction of the force applied, but does not provide any mechanical advantage in terms of distance.
A single fixed pulley provides a mechanical advantage of 1, meaning the distance the effort rope must move is equal to the distance the resistance is raised. Therefore, the effort rope must move 4 meters to raise the resistance 4 meters when using a single fixed pulley.
The vertical axis gives the distance of an object from a fixed point - the point of reference - after a time, as measured on the horizontal axis.
In the branch of algebra called group theory, they are called equivalent classes or residual classes. They are generated with the fixed distance as the basis of the modulo relationship.
That is the correct spelling of "parallel lines" (coplanar lines always a fixed distance apart).
Sphere