Module 2

For this module I decided to include one part of a class activity, one that I had trouble with, therefore the teacher explain it to me so I could understand and acquire that knowledge, in this case it was about finding the inverse of a function, so first you need to replace "x" with "y", so a "y" will be inside the function, from there you have to make the equation equal to that new "x" so that it would be posible and logical, for example f(x)=2/(3+x) then the inverse f-1(x)=(2/x)-3, that way you can know the inverse of a function and that gave me the knowledge to have a good understanding of the topic.