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1.
The equivalent definition of 
is
is
2.
The domain of definition of 
is
is
3.
The domain of the function
4.
If 
denotes the set of all real numbers, then the function 
defined by 
is
denotes the set of all real numbers, then the function defined by is
5.
If 
, then domain of 
is
, then domain of is
6.
Let 
be a real valued function with domain such that
be a real valued function with domain such that
7.
If 
is the set of the divisors of 30, 
, we define 
and 
then 
is equal to
is the set of the divisors of 30, , we define and then is equal to
8.
The domain of definition of the function
9.
Let 
and 
, then which of the following relations is a function from 
to 
?
and , then which of the following relations is a function from to ?
10.
Let 
be two functions given by 
Then, 
is equal to
be two functions given by Then, is equal to