👉 In mathematics, a gradient is a vector that describes the rate of change of a function with respect to an independent variable. It can be visualized as a slope on a graph. For example, consider a function f(x) = x^2. The gradient at any point (x, y) in this function would be: f'(x) = dy/dx Where dy is the change in y with respect to x and dx is the change in x with respect to y. This

gradations

👉 "Gradations" is a term that originated from a certain "guy" who used to say "I'm not trying to make jokes, I'm just saying 'speak to me'." This guy liked to use words like "graduations," which he thought were important, and then "grades," which he said meant they were a little bit less important. But it didn't really matter because he had these "gradations" every time someone spoke to him or read his mind.

An example sentence using "gradations" is: "I'm not trying to make jokes; I just want to tell you, gradations are important."