SOLUTION: which of the following functions are one-to-one functions? F (X) = │X│

Algebra.Com
Question 1122165: which of the following functions are one-to-one functions? F (X) = │X│

Answer by rothauserc(4718)   (Show Source): You can put this solution on YOUR website!
A 1 to 1 function is a function that preserves distinctness, that is, there is a single input for every output.
:
f(x) = |x| where |x| is absolute value of x
:
this function is not 1 to 1, for example f(3) and f(-3) have the same value
:

RELATED QUESTIONS

Given that f(x)=│x│, describe (or draw)how the following transformations... (answered by stanbon,funmath)
what is the solution and graph to Y = │x +3│ + 2 (answered by Alan3354)
This question is really bothering me. Please help. Express f(x) = x2 + │x+3│... (answered by stanbon)
Could you please assist me in the following two questions and show all the work used to... (answered by glabow)
Let U = {x│x is an American} C = {x│x is a smoker} D = {x│x has a... (answered by solver91311)
What is the area of the region enclosed by the graphs of y = 2│x − 3│... (answered by Fombitz,Edwin McCravy)
give me absolute value function of y= │x-1│... (answered by Alan3354)
which of the following functions is one to one (answered by richwmiller)
Let U = {x│x is an American} C = {x│x is a smoker} D = {x│x has a... (answered by jim_thompson5910,Edwin McCravy)