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1.
The period of the function 
is
is
2.
Let 
be defined by 
, then 
equals
be defined by , then equals
3.
The function 
is
is
4.
If the function 
is defined by 
, then 
is equal to
is defined by , then is equal to
5.
Let 
and 
be two functions such that 
is onto. Then,
and be two functions such that is onto. Then,
6.
Let the function 
be defined on the interval 
The even extension of 
to the interval 
is
be defined on the interval The even extension of to the interval is
7.
Range of the function 
is
is
8.
The period of the function 
is
is
9.
The period of the function 
is
is
10.
Let a relation 
on the set 
of natural numbers be defined as 
. The relation is
on the set of natural numbers be defined as . The relation is