Let g(x)=x2 be defined on the domain −3≤x≤2.
(i) Determine the range of g on this domain.
(ii) Identify the maximum and minimum values taken by g and the points at which they occur.
(iii) The school intends to display only those points of the graph of g whose ordinates lie between 1 and 9 (inclusive). Find all x belonging to [−3,2] that satisfy this requirement.