Connor Gamble
11/11/21
Right: Rises
Left: Falls
Right: Rises
Left: Rises
Right: Falls
Left: Falls
Right: Falls
Left: Rises
-x^2(x-2) + 3(x-2)
(-x^2+ 3)(x-2)
x=2
x=-√3
x=√3
Right: Falls
Left: Rises
Turning Points: Max 2
(x-2)(x^2+2x+4)
x=-2 +/- √(2^2-4(1)(4)/2(1))
x=-1+/-i√3
x=2
Right: Rises
Left: Falls
Turning Points: Max 2
16
-4-4=-8
(x^4-4x^2)(-4x^2+16)
x^2(x^2-4) -4(x^2-4)
x=2
x=-2
Right: Rises
Left: Rises
Turning Points: Max 3
x(x^2-8x-25)
8+/-√(-8^2-4(1)(-25)/2(1))
x=0
x=4+/-√41
Right: Rises
Left: Falls
Turning Points: Max 2
3G
4.83x^2
x-5 4.83x^3-24.15x^2
4.83x^3-24.15x^2
0
x=4.83x^2
2x(x^2+5x+4)
4
4+1=5
(x^2+x)(4x+4)
x(x+1)+4(x+1)
2x(x+4)(x+1)