Solving Quadratics by Factoring
x2+9x+4=-x+4
x=0
x=-10
x3-2x2-15x+30
(x2-15)(x-2)
x2-14x+52
x=7
-5x4+5=0
x={i,-i,-1,1}
x2-4x=07
x=0
x=4
4x3-5x2+36x-45
(x2+9)(4x-5)
x2-5
x=0
-3x5+3x4+90x3=0
x={0,6,-5}
3x(x-2)(2x+1)=0
x=0
x=2
x=-1/2
16x3-12x2-4x+3
(2x+1)(2x-1)(4x-3)
Find the coordinate of the vertex
y=x2-1
vertex:(0,-1)
-6x4+5x3+4x2=0
x={0,4/3,-1/2)
3x(x-2)(2x+1)=0
x=0
x=2
x=-1/2
2x3-7x2-12x+42
(x2-6)(2x-7)
Find the coordinate of the vertex
y=x2+6x+8
vertex:(-3,-1)
2x3-6x2+32x-96=0
x={3,4i,-4i}
-2(3x-4)(x2-100)=0
x=4/3
x=10
x=-10
4x3-7x2+64x-112
(x2+16)(4x-7)
Find the coordinate of the vertex
y=5x2-80x+325
vertex:(8,5)
-2x4+4x2=0
x={0,radical 2, -radical 2}