Answer:
1. d-even lc- -
2. d- odd lc- +
3. type- odd lc- +
4. type- even lc- -
5. d- even lc- - type even
6 d- odd lc- + type- even
Step-by-step explanation:
when the degree is odd, one leg goes down one goes up
when the degree is even, both legs go up or down
when the leading coefficient is negative the end behavior is -∞
when the leading coefficient is positive, the end behavior ∞
a function is odd when both legs go down
a function is even when the legs go in different directions
a function is neither when it isn't a function (think vertical line test)