Multiplying
This is another way to write:
(x-4)(x+17)
x^2+13x-68
The rewritten form of this polynomial:
x^2 - 16x +39
(x-13)(x-3)
Factor the expression
15x^2 + 8x-16
(5x-4)(3x+4)
the number of unique factors to
x^2 - 24x + 144
One
This is another way to write:
(x+8)^2
x^2+16x+64
We can rewrite it as:
7x^2 -10x-33
(7x+11)(x-3)
the factored form of
9x^2 - 150x + 225
9(x-15)^2
These positive values of k make the expression:
x^2 + kx + 34
factorable
k = 19, 35
This is another way to write:
(2x+55)(3x-7)
6x^2+151x-385
This is the rewritten form of:
8x^2+2x-15
(2x+3)(4x-5)
this is factored form of
3x^2+54x-120
3(x+20)(x+2)
This is the multiplied form of:
(2x-5)^3
8x^3 -60x^2 + 150x-125
This is another way to write out:
(x+5)(x^2-5x+25)
x^3-125
We can multiply this expression to:
x^2 -169
(x+13)(x-13)
The factored form:
30x^2 +7x -4
(2x+1)(15x-4)
We can rewrite this expression as:
25x^2 - 16
(5x-4)(5x+4)
This is the multiplied form of:
(x-4)(x+5)(x-6)
x^3-5x^2-26x+120
This is the complete factorization of:
55x^2 + 85x + 30
5(11x + 6)(x+1)
The factored form of
26x^2-10x-8
2(13x+8)(x-1)
Another way to write:
(x-2)^2(x+2)^2
x^4-8x^2+16