Nov 27, 2016 · Finding inverse functions and understanding their properties is fairly basic within mathematics. During my studies it was found fairly simple and easy to comprehend that it was …

Sep 26, 2015 · When you meant "intersection", you mean the intersection of the image sets of the function and its inverse?

Your polynomial is increasing, and its range is all reals, so there is an inverse. Finding a pleasant expression for the inverse is another matter. But one can find information about the derivative …

Dec 9, 2019 · The inverse of a binary relation is simply that relation obtained by interchanging the coordinates in each of the ordered pairs. Every relation has an inverse. Every function has an …

Jun 30, 2015 · Explore related questions calculus functions derivatives inverse See similar questions with these tags.

Apr 30, 2015 · I have been told that a function has an inverse if it is one-to-one or injective, but how can we rigorously prove this? I have been struggling to find a proof for days.

Oct 28, 2013 · The inverse for a function of $x$ is just the same function flipped over the diagonal line $x=y$ (where $y=f (x)$). So, if you graph a function, and it looks like it mirrors itself across …

4 I am a little confused on the subject of inverse functions and the methods used to do the transformation from function to inverse. How do you make an inverse?

Mar 15, 2017 · I have been trying to solve this proof for some time in preparation for a test, though I'm not sure if I am going about this the correct way. Prove that if an inverse function exists, …

Oct 3, 2014 · You know, like addition is the inverse operation of subtraction, vice versa, multiplication is the inverse of division, vice versa , square is the inverse of square root, vice …