👉 "Equidistantly" can be defined as a property where two or more points are located at equal distances from a common point, without any deviation. This is often used in geometry to describe situations where all points on one line are equally distant from another point on the same line, which could also refer to the center of a circle.
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What is the definition of Equidistantial? 🙋
👉 In geometry, an equidistantial point is a point that has equal distances from all other points on a given line. This means it has the same distance as any other point in the line. For example, if we have a line segment AB with endpoints A(1,2) and B(5,6), then points C(-1,-3) and D(4,8) are equidistant from A and B, respectively.
What is the definition of Equidistant? 🙋
👉 In mathematics, an "equidistant" point or line is a point that has the same distance from two other points. This definition applies to both real and complex numbers. For example, (1, 2) and (-3, -4) are equidistant because they have the same distance of 5 units between them. In calculus, an "equidistant" curve is a curve that has the same slope at any point on it. For instance, a parabola
