Polynomial Review, Including Long Division Question Preview (ID: 34799)


Polynomial Operations Review, Including Long Division. TEACHERS: click here for quick copy question ID numbers.

(4v+6)(4v-4)
a) 16v^2+8v-24
b) 16v^2-24
c) 16v^2-2v-24
d) 16v^2-8v-2

2(n+8)
a) 2n+16
b) 2n+8
c) 2n+4
d) n+16

(6n^3+3n^2+3n^4)-(6n+8n^3-8n^4-8n^2)
a) 11n^4-2n^3+11n^2-6n
b) 8n^3-5n^2-6n
c) -5n^4+14n^3+11n^2-6n
d) -5n^4+14n^3-5n^2-6n

(3p^4-4p^3-4p)-(4p+8p^3-3p^2-p^4)
a) 4p^4-12p^3+3p^2-8p
b) -1p^4+4p^3-5p^2-8p
c) p^4-8p^3+4p^2-p
d) 2p^4-12p^3+3p^2-8p

(5n^4-5n^2)-(8n^2+3n^4)
a) 2n^4-13n^2
b) 3n^4-2n^2
c) -2n^4+13n^2
d) 8n^4-3n^2

(7x-7)(-3x+2)
a) -21x^2+35x-14
b) -21x^2-7x-14
c) -21x^2-14
d) 21x^2-35x+14

(n^2-3n+5)(-7n^2-2n+3)
a) -7n^4+19n^3-26n^2-19n+15
b) 7n^4-19n^3+26n^2+19n-15
c) -7n^4+18n^3-11n^2-14n+15
d) -7n^4+9n^3+16n^2+14n+15

(r^3-17r^2+62r+90)/(r-9)
a) r^2-8r-10
b) r^2-10
c) r^2+44r+8
d) r^2-8r-10+1/(r-9)

(10v^3-49v^2-11v+33)/(v-5)
a) 10v^2+v-6+3/(v-5)
b) 10v^2+3c-6
c) 10v^2+v-6
d) 10v^2-44v+2-4/(v-5)

(x^3-x^2+5)/(x-1)
a) x^2+5/(x-1)
b) x^2-3/(x-1)
c) x^2-x-5/(x-1)
d) x^2-2x+4-1/(x-1)

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