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and 
.
.
, 
with a range of [-3, 3] with step 1 and draw its graph. Explain whether the function is injective surjective or bijective.
.
.
.
from -3 to 3 with step 1, draw its graph and write down its domain and range.
.
.
is given
Obtain the intersections of the graph of the function f with the coordinate axes and draw its graph.
.
, 
on the interval [-3, 3] with step 1.
.
is given:
.
.
.
and 
.
and 
.
and 
.
in a graph.
in a graph.
is given
function.
function.
unit from the origin.
units from the origin.
units from the origin.
units from the origin.
and 
simplify the expression:
in the figure.
and 
simplify the expression:
in the figure.
in the figure, the denominator of which is the 2nd degree.
. Write down the regulation of the lowest possible degree corresponding to this rational function.
of the function g.
