SOLUTION: https://ibb.co/chSGmS2N What type of function? Domain Range Odd, even, or neither End behavior Relative max and min Zeros Increasing/decreasing intervals Point of inflec

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: https://ibb.co/chSGmS2N What type of function? Domain Range Odd, even, or neither End behavior Relative max and min Zeros Increasing/decreasing intervals Point of inflec      Log On


   



Question 1210702: https://ibb.co/chSGmS2N
What type of function?
Domain
Range
Odd, even, or neither
End behavior
Relative max and min
Zeros
Increasing/decreasing intervals
Point of inflection
Asymptotes

Answer by KMST(5434) About Me  (Show Source):
You can put this solution on YOUR website!
The graph in the link passes through the origin, point O%280%2C0%29 .
The shape of the left and right sides of the graph in the link looks sort of like this:
with arrowheads at the left and right ends of the graph
to show it keeps going down on the left side as x keeps decreasing (becomes more negative),
and keeps going up on the right end as x keeps increasing.
Other zeros, beside O%280%2C0%29 , relative maxima, and relative minima of the function are labeled as points
(-8,0), (-7,8), (-6,0), (-3,-5), (2,3), (4,0), (5,-7) and (8,0).

The question to answer are:
What type of function?
Domain
Range
Odd, even, or neither
End behavior
Relative max and min
Zeros
Increasing/decreasing intervals
Point of inflection
Asymptotes

What type of function? It looks like a polynomial.

Domain: %22%28-%22infinity%22%2C%22infinity%22%29%22 or all real numbers.

Range: Also al real numbers.

Odd, even, or neither: Neither.
If it was an even function, the right side would be a mirror image of the left, so that if x=-6 is a zero of the function, x=6 should also be a zero.
If it was an odd function, the fact that f%286%29=-7 , as shown by the point (6,-7},
would mean that f%28-6%29=-f%28-6%29=7 , but f%28-6%29=0, as shown by point (-6,0).

End behavior: lim%28+x-%3E+-infinity%2C+f%28x%29%29=+-infinity lim%28+x-%3E+infinity%2C+f%28x%29%29=+infinity

Relative max and min:

Zeros:

Increasing/decreasing intervals:

Point of inflection:

Asymptotes: