If f(x) is odd and f(-3)=5, what is f(3)?

If f(x) is an odd function, and when the input is negative and comes out positive, then I think that what it is getting at is that when the input is positive, the output will be negative.

Odd functions, when graphed, have ends going in generally opposite directions/quadrants (unlike a parabola). If this is truly the COMPLETE homework question, it may have to be assumed that the answer is -5, also assuming that the function is very basic without any strange transformations.

'ƒ(x) is odd' means,

ƒ(x)=-ƒ(-x)

!!!... how is your ƒ(x) related to ƒ(-3)?...

If i assume The question means,

If ƒ(-3) =5 is odd,find ƒ(3).

Then,

ƒ(-3) =5

ƒ(-3) = -ƒ(3)

ƒ(3) = -ƒ(-3)

ƒ(3)= -5

So,ƒ(3) would be -5

I don't think you have enough information here. What is f(x) ??