Answer:
(-2,32) and (2,-32) can be found on the graph of g.
Step-by-step explanation:
Given that g is an odd function.Hence:
g(-x) = -g(x)
The graph of g(x) will be symmetric about the origin.
Let us check the options:
- Option A is wrong as both g(1) and g(-1) is 16
- B is not even a function as x=4 has two mappings.
In a function each element in the domain should have a unique image.
Hence Option B is wrong.
- Option C is correct as g(-2) = -g(2) (Here x=2)
- Option D is wrong since g(3) = g(-3)
(-2,32) and (2,-32) can be found on the graph of g.
