x4 * x6
x10
(4x3-2x2+7)+(x3+5x-6)
5x3-2x2+5x+1
2x(x+7)
2x2+14x
x2+12x+32
(x+4)(x+8)
Find the y-intercept:
y=x2+2x+4
(0,4)
(3y2)0
1
(2x2+3x+3)+(-5x2+x-4)
-3x2+4x-1
(x+5)(x-3)
x2+2x-15
x2-49
(x+7)(x-7)
Find the axis of symmetry:
y=x2+2x+4
x = -1
(2xy3)3
8x3y9
(8x2-9x-10) - (3x2+7x-8)
5x2-16x-2
(2x-3)(2x+3)
4x2-9
3x2+14x-5
(3x-1)(x+5)
Find the vertex:
y=x2+2x+4
(-1,3)
(4x-6y12)/(12x4y2)
y10/(3x10)
(12x2+20x-7) - (10x2-3x+6)
2x2+23x-13
(5x-2)(x-8)
5x2-42x+16
4x2-20x+25
(2x+5)(2x-5)
Graph:
y=x2-4x+4
A.O.S.: x = 2
y-int.: (0,4)
Opens up
(44x-5y121)/(99x42y28)
(4y93)/(9x47)
Find the perimeter of the triangle that has the following side lengths:
3x2-1
2x2+7x-13
x2+3x+1
6x2+10x-13
(3x+6)2
9x2+36x+36
5x2+55x+150
5(x+5)(x+6)
Graph:
y=-x2-6x-3
Vertex (-3, 6)
A.O.S.: x = -3
y-int.: (0, -3)
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