sketch a graph that has the following characteristics:
a) the function is neither odd or even
b) the function is continuous
c) the function has zeros when x=-2 and x=3
d) the function is increasing on the intervals: $$x \in (-2,0) \cup (0,3)$$
e) the function is decreasing on the intervals: $$x \in (-\infty,-2) \cup (3,\infty)$$

Question

sketch a graph that has the following characteristics:
a) the function is neither odd or even
b) the function is continuous
c) the function has zeros when x=-2 and x=3
d) the function is increasing on the intervals: $$x \in (-2,0) \cup (0,3)$$
e) the function is decreasing on the intervals: $$x \in (-\infty,-2) \cup (3,\infty)$$

amoodarya · Answer

thats not possible becasue 
when  the function has zeros when x=-2 and x=3 part of interval is increasing and  a part decreasing 
such that i draw

amoodarya · Answer

do you mean the function should have all of those  characteristics ?
or they are several question /