Question

Invers of function exist iff function is

Answer 1

Answer:

An inverse of a function exists when the result is unique in its image . An example of a function that has unique results, regardless of the input is the following: What it means to be unique is that for each x, there is only one f(x) value. Another example is the square.

Answer 2

Step-by-step explanation:

which is required solution of this question