Question

( sqrt{27} p^{2} y^{2}+left(p y^{2}+1right) y+p )
( leq )
( p^{2} y^{2}+p y^{3}+y+p )
( =P y^{3}+P^{2} y^{2}+y+p )
( =pleft(y^{3}+p y y+y+pright. )
( =P y^{3}+p^{2} y^{2}+y+p )
Since, ( y=-P ) satistying the equatron,
( Pleft[begin{array}{cccc}P_{x} & p^{2} & 1 & p & -p^{2} & 0 & -p p & 0 & 1 & 0end{array}right. )
( =(y+p)left(p y^{2}-0 y+1right) )
( =(y+p)left(p y^{2}+1right) )

# a i Factorize each of the following (29-36.3 + c36-4c)3+(46-29)

Solution