The lowest point of an arc is called the nadir. In geometry, the nadir is the point on the arc that is farthest below the center of the arc's circle. It is the point where the arc changes direction from descending to ascending. The nadir is a critical point in understanding the overall shape and characteristics of the arc.
The lowest point in an arc is called the "vertex" or "lowest point of the arc." It occurs at the midpoint of the arc's vertical span, where the arc reaches its minimum height relative to a reference line, such as the ground or a horizontal axis. In a parabolic arc, for example, this point represents the minimum value of the quadratic function defining the arc.
A circle, or arc thereof.
The lowest point of a curve is called the "minimum." In mathematical terms, it represents the point where the function reaches its lowest value in a given interval. If the curve is part of a larger function, this minimum can be classified as a local minimum (lowest point in a small neighborhood) or a global minimum (lowest point across the entire function).
Nadir
The highest point is sometimes called the zenith, peak, apogee, maximum or a number of other synonyms.
The lowest point in an arc is called the "vertex" or "lowest point of the arc." It occurs at the midpoint of the arc's vertical span, where the arc reaches its minimum height relative to a reference line, such as the ground or a horizontal axis. In a parabolic arc, for example, this point represents the minimum value of the quadratic function defining the arc.
The lowest point of a wave is called the trough. It is the point where the wave's amplitude is at its most negative value.
it is called crest
The lowest point on a wave is called the trough. It is where the displacement of the wave is at its minimum value below the equilibrium position.
The lowest point of a wave is called a trough.
The lowest point of a light wave is called the trough. This is where the wave reaches its minimum amplitude or lowest point of displacement from its equilibrium position.
Thalweg
A swinging pendulum is moving fastest at the lowest point of its arc. That is the point where all its potential energy has been converted into kinetic energy, and it is the only point in a pendulum's arc where that happens. See related link (a simulation).
The lowest point on a transverse wave is called the trough
A circle, or arc thereof.
The lowest point of a curve is called the "minimum." In mathematical terms, it represents the point where the function reaches its lowest value in a given interval. If the curve is part of a larger function, this minimum can be classified as a local minimum (lowest point in a small neighborhood) or a global minimum (lowest point across the entire function).
The low point of a wave is called the trough, which is the lowest point of a wave where the displacement is at its minimum. This is the point where the wave reaches its lowest value below the equilibrium level.