Answer to Question #305253 in Accounting for Justin

Question

1. Create five questions covering one question from each of the below topics along with ideal answers that you would expect to be on an assignment.: a) Functions (Continuity and inverse of a function), b) Functions (Equilibrium) 

Answer 1

How do you know if a function is continuous if the f is said to be strictly monotomic on an interval it hen f-1:f(1)

Whether the inverse of the image being used is of an open set open or closed in this case the inverse of then image is supposed to be 2

The proving if a monotonic of any function is continuous one must suppose that the loss of generality is preserved that f is strictly increasing.

The reason why f should be co0ntinous on a graph is because, strict monotonicity of the f is needed to ensure that we avoid having a graph that is saw tooth function.