If the graph of a function are a just a set of ordered pairs, then the graph of the graph of a function are the actual geometric points in the space $\mathbb R^n \times \mathbb R $ (their …

Jul 7, 2019 · My question is how does it matter whether a graph is a function of not? I have given an example of parabola which has a algebric equation and graph also.So why we want graph …

Sep 13, 2018 · 0 Thinking of things I can graph. Age vs. height, Salary, # of friends, etc Time vs. stock price Everything is a function! Can anyone think of a graph that would fail the Vert. line …

Mar 14, 2016 · 9 Are all curves functions? To my current knowledge a function gives only one output for a given input so x->f (x) , but for example a circle which is a curve is "made" out of …

Feb 8, 2022 · A function being smooth is actually a stronger case than a function being continuous. For a function to be continuous, the epsilon delta definition of continuity simply …

Sep 24, 2017 · It is possible for a graph to have a vertical tangent. For example the function $y=\sqrt [3]x$ has the vertical tangent $x=0$ even though its slope $y=dy/dx$ is undefined.

Oct 12, 2019 · Inverse of a function not defined vs function not invertible Ask Question Asked 6 years, 4 months ago Modified 6 years, 4 months ago

115 I wonder if there is any difference between mapping and a function. Somebody told me that the only difference is that mapping can be from any set to any set, but function must be from …

Feb 12, 2018 · A function that is continuous with a removable discontinuity is continuous on its domain, but it is not continuous at the point of discontinuity, as it is not even defined there! …

Nov 18, 2014 · One can understand if probability mass function is known then the cumulative distribution function is known and vice-verse. Can someone tell me how they are related to …