Variables on Both Sides
Solving Inequalities
Identities & Contradictions
Solving Equations with Powers
Radical Equations
100

5x = 28 - 2x

x = 4

100

4y + 3 < 15

y < 3

100

x + 3 = 3

one sol; x = 0

100

x3 = -64

x = -4

100

√4

x = 16

200

7b - 20 = 8b

b = -20

200

-33x + 37 > 70

x < -1

200

-2r = 4r - 6r

Identity; -2r = -2r

200

3x= 75

x = 5, -5

200

5√d = -30

No Solution
300

5(x - 6) = 3x

x = 15

300

7 - 2y ≥ 16

y ≥ -4.5

300

7x + 14 = 7x - 14

No solution; 14 = -14
300

2x= 250

x = 5

300

∛y-2 = -3

y = -25

400

13g - 9 = 2(g - 8)

g = -7/11

400

3(w - 4) > 2w + 1

w > 13

400

12x = 6(2x - 1)

No solution; 0 = -6

400

x+ 6 = 2x− 30

x = 6, -6

400

√a + 6  + 4 = 9

a = 19

500

7(a + 3) + a = 5(a + 6) + 9

a = 6

500

4(y - 9) < y + 3

y < 13

500

3(2m - 5) = 2m - 15 + 4m

Identity; -15 = -15

500

3(x - 2)= 75

7, -3

500

∛y + 2  - 2 = 5

y = 341

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