👉 A gradient is a vector that describes how a surface changes as you move along it. It's like a map of how steep or steep it is on each side of a point, where the slope (the rise) goes from left to right and up to down. The gradient can be positive, negative, zero, or undefined depending on whether the slope is increasing, decreasing, staying constant, or at an angle with respect to the x-axis.
Outrageously Funny Word Definitions :: Gradate
What is the definition of Gradated? 🙋
👉 In mathematics and computer science, "gradated" is a term used to describe a function or relation that can be thought of as an ordered series. It refers to the concept where each element in the series has a degree of its own. The term "gradated" was introduced by mathematician Paul Bachmann in 1897 while studying the theory of polynomials. He defined it as follows: A polynomial f(x) is said to be "gradated" at a point x
What is the definition of Gradate? 🙋
👉 A gradate is a type of semiconductor material that is used in electronic devices. It has a very high conductivity and can be used to make high-voltage circuits. The term "gradate" comes from the Greek word "gama," which means "grade." Therefore, it refers to a material with a very specific property or quality, such as its conductivity or resistance, that is highly desirable in electronic devices for high voltage applications.
