Draw the element of the given polynomial.
(y+2)(y-3)(y+8)(y+3)+56
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️ ( y²+5y-22 ) ( y+4 ) ( y+1 )
= ( y+2 ) ( y+3 ) ( y-3 ) ( y+8 ) +56
= [( y²+3y+2y+6 )] [( y²+8y-3y-24 )] +56
= ( y²+5y+6 ) ( y²+5y-24 ) +56
Now
Consider y² + 5y = m,
( m+6 ) ( m-24 ) +56
= m²-24m + 6m-144+56
= m²-22m + 4m-88
= m( m-22 ) + 4( m-22)
= ( m-22 ) ( m+4 )
"Now consider y² + 5y In place of m"
( y²+5y-22 ) ( y²+5y+4 )
= ( y²+5y-22 ) ( y²+4y+y+4 )
= ( y²+5y-22 ) [y(y+4) + 1( y+4 )]
=( y²+5y-22 ) ( y+4 ) ( y+1 )
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