Add Poly
Multiply Poly
Multiply Binomials
Dividing Monomials
2 Step Equations
100

-7x+ 14 +2x + 10x +7-5x2

-12x2 + 12x + 21

100

5r7(5r3 + 7 +11r6)

55r13 + 25r10 + 35r7 

100

(-9p + 11)(6p-3)

-54p2 + 93p - 33

100

33s5t4u8 / 11st3u8

3s4t

100

–m + 14 = –2

m = 16

200

11c5 - 25c- 4c2 +3c2 + c-7c2 - 2c4 + 15c

c6 + 11c5 -6c4 -7c3 +3c2 - 10c

200

11x3(8x3 + 4x4 -x2)

44x7 + 88x6 - 11x5

200

(x-2)(x+2)

x2 - 4

200

10xy2 / -5xy2

-2

200

2(14 + t) = –10

t = –19

300

3x2y + 2xy + 4x2y

7x2y + 2xy

300

d6(6d2 +67d - 7d7 +58)

-7d13 + 6d8 + 67d7 + 58d6

300

(-2c + c2)(-4c + c2)

c4 - 6c3 + 8c2

300

60c4d6 / 15c2d3

4c2d3

300

11n + 17 = 12n – 8

n = 25

400

-z4 + 35z + 2z3 + 6 - 5 + z4 + 2z2 -25z3 +3z

-23z3 + 2z2 + 38z + 1

400

3z7(4z +19 -12z7 - 9z4)

-36z14 - 27z11 + 12z8 + 57z7

400

(3x - 1) (2x + 4)

6x2 + 10x - 4

400

t3 / -t

-t2

400

–24 = 4(k + 6)

k = –12

500

(10d2 + 5d3-8 -2d) - (5d - 10d2 + 28- 5d3)

20d2 + 10d3 - 7d -28

500

-4/9q5(-q5 + 9/2q7 - 18q6)

-2q12 + 8q11 + 4/9q10

500

(6x + 9)  (6x - 9)

36x2 - 81

500

42g11h15/ 6g4h10

7g7h5

500

11 + r/9 = 4

r = –63