Outrageously Funny Word Dictionary :: Parabolical

👉 In mathematics, a "parabolically" is an object or concept that can be constructed from two parallel lines. The term was first used in the 19th century by J.J. Sylvester and was later formalized by John Wallis in his work on conic sections. Parabolically refers to objects or concepts that are defined as a union of two parallel lines, where the intersection point is at infinity. This concept allows for the construction of an object with infinite properties, such

parabolically

👉 Parabolicalism is a philosophical concept that posits that the universe exists as a continuous spiral, with each point on the circle representing a new stage or dimension in time and space. This view suggests that the world is not static but constantly evolving, with events occurring at different points in time. The concept was introduced by British philosopher David Hume in his work "On the Origin of Species".

parabolicalism

👉 In mathematics, a parabola is a curve that opens upwards or downwards. A parabolic function represents the relationship between an input variable and its output variable. The general form of a parabolic function is given by: \[ y = ax^2 + bx + c \] Where: - \(a\) is the coefficient of the \(x^2\) term - \(b\) is the coefficient of the \(x\) term - \(c\) is the constant term

parabolical