Final answer:
An odd function that is strictly increasing will have a positive slope and be symmetric with respect to the origin.
Step-by-step explanation:
A function 'g(x)' is considered odd if 'g(-x) = -g(x)' for all values of 'x' in its domain. If 'g(x)' is also strictly increasing, this means that as 'x' increases, the corresponding values of 'g(x)' also increase. Therefore, we can infer that the function 'g(x)' will have a positive slope and will be symmetric with respect to the origin.