# FUNCTIONS 4th Level E.S.O.: Question Preview (ID: 9898)

### Below is a preview of the questions contained within the game titled FUNCTIONS 4TH LEVEL E.S.O.: Reviewing Characteristics Of Some Functions .To play games using this data set, follow the directions below. Good luck and have fun. Enjoy! [print these questions]

Hyperbol
a) From negative infinity to -0.5, not included
b) From -0.5 not included, to positive infinity
c) From negative infinity to -0.5, not included.From -0.5 not included, to positive infinity
d) From negative infinity, to positve inifinity

Hyperbol
a) From negative infinity, to positve inifinity
b) From negative infinity to 0, not included
c) From 0 not included, to positive infinity
d) From negative infinity to 0, not included.From 0 not included, to positive infinity

Range of a function
a) From negative infinity, to positve inifinity
b) From negative infinity to -2, not included.From 0, not included, to positive infinity.
c) From negative infinity to -2, not included
d) From 0 not included, to positive infinity

Increasing of a function
a) (negative infinity, -1); (-1, 0); (1, positive infinity)
b) From negative infinity to -1, not included.From 1, not included, to positive infinity.
c) From negative infinity to positive infinity
d) From negative infinity to 0, not included.From 0, not included, to positive infinity.

Decreasing of a function
a) From -1 to 0
b) From 0 to 1
c) From -1 to 1
d) From negative infinity to -1, not included.From 1, not included, to positive infinity.

Intercepting the y-axis
a) Coordinate (0,2)
b) Coordinate (0,0)
c) Coordinate (1,0)
d) Coordinate (0,1)

Domain
a) From negative infinity to 0, not included
b) From negative infinity to positive infinity
c) From 0, not included, to positive infinity
d) From 0, not included, to 1, not included

Range
a) From 1, included, to positive infinity
b) From negative infinity to positive infinity
c) From negative infinity to 1, included
d) From 0, not included, to positive infinity

Function given into different pieces
a) No
b) Yes
c) Only in two pieces
d) I donĀ“t know

Parabol
a) (-1,1), minimum
b) (1,1), Maximum
c) (1,1), minimum
d) (0,1), Maximum

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