SOLUTION: https://ibb.co/6cj179SG 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/6cj179SG 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 1210700: https://ibb.co/6cj179SG
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 Edwin McCravy(20089) About Me  (Show Source):
You can put this solution on YOUR website!
This is just like the other one, but there's more to it.

Domain-> (-∞,∞)

Range-> (-7,∞)-> Unlike the other one, this one goes no lower than where y = -7.

Odd, even, or neither-> Neither

End behavior-> Up on far left, up on far right

Relative max and min 
     Relative maxes-> peaks (-3,2), (2,1), 
     Relative mins-> valleys (-7,-10), (0,0), (5,-7)

Zeros-> -9, 5, 0, 3, 6

Increasing/decreasing intervals 
     Increasing (-7,-3), (0,2), (5,∞)
     Decreasing (-∞,-7), (-3,0), (2,5)  <- those are intervals, not points!!!

Point of inflection-> Guess them halfway between given points where they change
whether they are bent to the right to left or vice-versa. That is, their bend
from tending to draw a cup opening upward to tending to draw a cup opening
downward or vice-versa. 
(-6,-4), (-1.5,1), (0.5,1), (3.5,-3.5) <-those are points, not intervals!!!

[the inflection points are guessed to be halfway between points where
the curve changes the way it's bent from tending to be drawing a cup opening up
to drawing a cup opening down.

Asymptotes-> none.

Edwin