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1.
If 
and 
are defined by 
and 
, then the values of 
for which 
are
and are defined by and , then the values of for which are
2.
If and are defined by 
and 
then the values of such that 
are
and are defined by and then the values of such that are
3.
The domain of the real function 
is
is
4.
If 
, then the equation of polynomial of degree two is
, then the equation of polynomial of degree two is
5.
If 
and 
represent integral and fractional parts of 
then the expression 
is equal to
and represent integral and fractional parts of then the expression is equal to
6.
Suppose 
is defined by
is defined by
7.
The function 
is
is
8.
The period of the function 
is
is
9.
If 
then 
is equal to
then is equal to
10.
The range of the function 
is
is