Identify Polynomials, degree, type and leading coefficient
Add and Subtract Polynomials
Simplify Polynomial Expressions
Multiply Binomials
Multiply Trinomial
100

21

yes, 0, monomial, 21

100

(6x + 4) + (2x + 9) 

8x + 13

100

7(d + 5) 

7d + 35

100

(x - 2) (x + 2)

x2 - 4

100

(2y + 11)(y2 + 3y + 2) 

2y3 +17y2 + 37y + 22

200

-a2 + 1

yes, 2, binomial, -1

200

( 8y - 4y2) + (3y - 9y2)

-13y+ 11y

200

3x2(2x - 3)

6x3 - 9x2

200

(3c - 5)(c + 3)

3c2 + 4c - 15

200

(4a + 7)(9a2 + 2a - 7)

36a3 + 71a2 - 14a - 49

300

c4-2c2+1

yes, 4, trinomial, 1 

300

(y + 5) + (2y + 4y2 - 2) 

4y2 +3y +3

300

-4a3( -8a2 + 2a + 4) 

32a5 - 8a4 - 16a3

300

(11z - 5y)(3z + 2y)

- 10y+ 7yz + 33z2 

300

(m2 - 5m + 4)(m2 + 7m - 3)

m4 + 2m3 - 34m2 + 43m - 12

400

-y3-3y2+3y+2

yes, 3, polynomial, -1

400

(g3- 2g2 + 5g + 6) - (g2 + 2g)

g3 - 3g2 + 3g + 6

400

3(5x2 + 2x - 4) - x(7x2 + 2x - 3) 

-7x3 + 13x2 + 9x - 12

400

(5y + 7)2

25y2 + 70y + 49

400

(x2 + 5x - 1)(5x2 - 6x + 1)

5x4 + 19x3 - 34x2 + 11x - 1

500

d + 3dc

no

500

(t4 + 4t2 - 7t + 30) - ( t5+ 6t4 + 18t3 - 9t2 + 20t - 5) 

-t5 - 5t4 - 18t3 + 13t2 -27t + 35

500

2j( 7j2k2 + jk2 + 5k) - 9(-2j2k2 + 2k2 +  3j)

14j3k2 +2j2k2 - 17jk + 18j2k3 - 18k3

500

(3q - 5r)2

9q2 - 30qr + 25r2

500

(3b3 - 4b - 7)(2b2 - b - 9)

6b5 - 3b4 - 35b3 - 10b2 + 43b + 63

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