Simplifying polynomials
Dividing polynomials
Exponents
FOIL
Factoring
100
Subtract: (6x-5) - (9-2x)
8x-14
100
( 3x^2 - 4x + 1) / (x - 1)
3x - 1
100
(-654.29)^0
1
100
(2a - 5) ( 2a + 5)
4a^2 - 25
100
Factor: x^2 - x - 42
(x-7)(x+6)
200
-2 (x+2y) - 3(1-x)
x-4y-3
200
(25 - a^2) / (5-a)
5 + a
200
( 8 x^-4 y^2) / ( 16 x^-2 y^5)
1 / 2 x^2 y^3
200
(3x - 1) (x + 2)
3x^2 + 5x - 2
200
Factor: 100 - t^2
(10 - t) (10 + t)
300
Simplify: (4 a^2 b) (-3 a b^3)
-12a^2 b^3
300
(18 x y^2 - 24 x^2 y) / (-6xy)
-3y + 4x
300
-5^2 • (-2)^3
-200
300
(5y - 1) ^2
25y^2 - 10y + 1
300
r^2 -11r + 18
(r - 9) (r - 2)
400
( -3x^2 / y ) ^ -3
( y^3 / -27x^6)
400
(x^2 + 12x + 27) / (x + 9)
x + 3
400
(5^3) / (5^2)
5
400
(2x - 7) ( 3x + 4)
6x^2 - 17x - 28
400
5y^2 - 15y
5y(y -3)
500
(x^2 - 2x - 15) / ( x^2 + x - 6)
(x-5) / (x-2)
500
( 5x^2 + 9x - 2) / (5x - 1)
x+2
500
8x^2 • x^4 • 4x^3
32x^9
500
(3x-4)^2
9x^2 - 24x + 16
500
4x^2 - 100
(2x - 10) (2x + 10)
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