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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,