Classifying Polynomials
9x
linear monomial
\]'(n2+2n+2)+(3+n2+2n)
2n2+4n+5
(n3+5n+1)-(7-n2+3n)
n3+n2+2n-6
-(s2-s+7)
-s2+s-7
7w+28
7(w+4)
5-2x1
linear binomial
(n7+7n+4)+(8+n6+5n)
n7+n6+12n+12
(4+x2-5x)-(4x2-7x-5)
-3x2+2x+9
(2s+1)(-s-3)
-2s2-7s-3
-2r5-14r2
-2r2(r3+7)
3x4-4+2+2x2
quartic polynomial
(8+x9-6x)+(8x3-9x+11)
x9+8x3-15x+19
(5y+2y3-2y2+6)-(y3+7y2-4)
y3-9y2+5y+10
(w2+2w-1)(4w2+3)
4w4+8w3-1w2+6w-3
16x2-12x
4x(4x-3)
3y-y3
cubic binomial
(9y+5y9-7y4+14)+(y14+9y6-6)
y14+5y9+9y6-7y4+9y+8
(9y+7y2-4y2+2)-(y7+2y9-3)
-2y9-y7+3y2+9y+5
(y9+17+3y4)(y4+3)
y13+3y9+3y8+26y4+51
12x5-18x3-3x2
3x2(4x3-6x-1)
3+5x5-2x
quintic trinomial
(19y+17y11-9y6+17)+(y14+19y6-23)
y14+17y11+10y6+19y-6
(17+x9-19x)-(9x6-11x-19)
x9-9x6-8x+36
(3x19+4x-7)(23x3+1)
69x22+3x19+92x4-161x3+4x-7
12s3+6s2-3s
3s(4s2+2s-1)