Prove that if f is strictly increasing on a domain, D, then its inverse f^{-1} is strictly increasing on f(D).
Follow Math Help Forum on Facebook and Google+
Originally Posted by franios Prove that if f is strictly increasing on a domain, D, then its inverse f^{-1} is strictly increasing on f(D). This follows directly from the defintions. A function is strictly increasing if if What is the domain of ? What is the range of ? You just need to show for all if Can you show the defintion for the inverse holds using the above?
View Tag Cloud