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1.
Let 
be a function defined by 
where 
is the greatest integer less than or equal to 
Then, the number of solutions of 
be a function defined by where is the greatest integer less than or equal to Then, the number of solutions of
2.
The set of all real numbers satisfying the inequation 
is
is
3.
Solution of the inequality 
is given by
is given by
4.
If 
then 
belongs to the interval
then belongs to the interval
5.
The number of real roots of the equation 
in the interval 
is
in the interval is
6.
If 
, then the number of solutions of is
, then the number of solutions of is
7.
Solution of 
for 
is
for is
8.
The largest interval for which 
is
is
9.
The number of roots of the equation 
is
is
10.
The equation 
has
has