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1.
Let 
be the roots of the equation 
be the roots of 
. If 
are in GP, then integral values of 
are respectively
be the roots of the equation be the roots of . If are in GP, then integral values of are respectively
2.
If the complex numbers 
satisfying 
, then triangle is
satisfying , then triangle is
3.
If 
is a complex cube root of unity, then 
is equal to
is a complex cube root of unity, then is equal to
4.
The locus of 
satisying the inequality 
where 
, is
satisying the inequality where , is
5.
If the roots of 
are in A.P., then their common difference is
are in A.P., then their common difference is