Show:
Multiplying
Binomials
Adding
Polynomials
Solving Inequalities
Like Terms.
Multiplying Monomials
100
(x+5)(x-6)
x squared - 13x - 11
100
( 6x + 7x - 3 ) + (2x -3x + 1 )
8x + 4x -2
100
7m + 3 > 24
m > 3
100
7k^3 + 7k^2
7k^5
100
(5n^5) (4n^3)
20n^8
200
8x(-3x-8)
-24x squared -64x
200
(2y + 4y + 6) + (3y - 2y + 5)
5y + 2y + 11
200
6k + 13 < 25
k < 2
200
120a^6 + 120a^8
120a^14
200
(g^8) (g^4)
g^12
300
(x+6)(x+3)
x squared +9x +18
300
( 4x - 2x +9 ) + ( 5x + 6x - 3 )
9x + 4x + 6
300
7m - 9 = 5m + 13
m = 11
300
15k^8 + 15k^10
15k^18
300
( -3r^2) (6r^5)
-18r^7
400
(x-2)(x+4)
x squared + 2x -2
400
( 2x + 4x - 6 ) + ( 5x - 2x + 10 )
7x + 2x + 4
400
14k - 18 = 5k + 27
k = 5
400
14m^8 + 14m^19
14m^27
400
(7a^3c^4) (4a^5c^2)
28a^8c^6
500
4x(7x+5)
28x squared + 20x
500
(-8x^2 + 12x + 4) + ( 11x^2 - 5x - 2)
19x^2 + 7x + 2
500
6n - 12 = 14
n = 4.3
500
200K^3 + 200K^26
200K^29
500
(4n^2) (4n^3)
16n^5