SOLUTION: Determine if the function is odd, even or neither f(x) = x √4 - x2 f(-x)= -x (2-(-x) (2+(-x) -x (2x-2x) This is where I am stuck.

Algebra ->  Functions -> SOLUTION: Determine if the function is odd, even or neither f(x) = x √4 - x2 f(-x)= -x (2-(-x) (2+(-x) -x (2x-2x) This is where I am stuck.       Log On


   

Question 70965This question is from textbook
: Determine if the function is odd, even or neither

f(x) = x √4 - x2
f(-x)= -x (2-(-x) (2+(-x)
-x (2x-2x)
This is where I am stuck.
This question is from textbook

Answer by mathman409(67) About Me  (Show Source):
You can put this solution on YOUR website!
it's even
-x (2x-2x)=0, and f has to be 0.