Solving Equations
Quadratics
Higher Order
Roots/Abs Value
Inequalities
100

x+11=15

x=4

100

x2-2x-8=0

x= 4 or -2

100

(x+13)2=25

x= -8 or -18

100

Sqrt(2x) -10 = 0

x= 50

100

2x-1>=1-5x

x>= 2/7

200

7x+3=3x-17

x=-5

200

33+19x-2x2=0

x=-3/2 or 11

200

(x+2)2=14

x= -2 +/- sqrt (14)

200

(x+3)3/2=8

x=1

200

4(x+1)<2x+3

x<-1/2

300

x-3(2x+3)=8-5x

No Solution

300

3/4x2+8x+20=0

x= -20/3 or -4

300

x4-81

x= -3, 3

300

x+sqrt(31-9x)=5

x= 3, -2

300

|3-4x|>=9

x>=3 or x<= -3/2

400

7/(2x+1) - (8x)/(2x-1) = -4

x=11/6

400

-x2+8x=12

x=6 or 2

400

27x3-512=0

x= 8/3

400

|x2+6x|=3x+18

x=3, -6 (mod 2), -3

400

x2<=9

[-3,3]

500

2/[(x-4)(x-2)] = 1/(x-4) + 2/(x-2)

x=4

500

x2+2ax+a2=0

x= -a (mod 2)

500

4x4-65x2+16=0

x= -1/2, 1/2, -4, 4

500

|x-10|=x2-10x

x= 10 (mod 2), -1

500

x2-6x+9>=16

(-inf, -1] U [7, inf)