f(x) =square root of (1-x) power of 3 over square root three of x
it is the function even , odd or neither even nor odd , explain :)

Question

f(x) =square root of (1-x) power of 3 over square root three of x
it is the function even , odd or neither even nor odd , explain :)

amistre64 · Answer

test f(a)  and f(-a)

if f(a) = f(-a) ; its even
if f(a) = -f(a) ; its odd

if neither, then its neither

anonymous · Answer

i try but still i can't get the answer

anonymous · Answer

can you try to type the solution , thank you

amistre64 · Answer

f(a) = sqrt(1-a)^3
         ----------
              3a


f(-a) = sqrt(1+a)^3
         ----------
              -3a

i got no idea if im reading your grammartized stuff correctly tho

amistre64 · Answer

1-1 = 0
                these aint gonna match up, but its never a good idea to go off of 1 
1+1 = 2        example


my gut says neither, but without knowng what the problem really looks like, I cant be sure

amistre64 · Answer

yeah, my interpretation of your stuff has no symmetry about anything :) http://www.wolframalpha.com/input/?i=sqrt%281-x%29%5E3%2F3x