Inequality
One step equations
Complete the square
Absolute Value Equations
Using the Quadratic Formula
100
Solve the inequality -10y ≥ 150 for y
y ≤ −15
100
Solve the equation 26=8+V for v
V=18
100
Solve the equation by completing the square a2 +2a−3=0
{1, −3}
100
Solve the Absolute Value Equation |6m|=42
{7, −7}
100
Solve equation with the quadratic formula. m2 −5m−14=0
{7, −2}
200
Solve the inequality 
for a
By multiplying both sides by -5 and flipping the inequality sign from < to >, you found that 
200
Solve the equation 15+b=23 for b
B=8
200
Solve the equation by completing the square k2 −8k−48=0
{12, −4}
200
Solve the Absolute Value Equation |−6x|=30
{−5, 5}
200
Solve equation with the quadratic formula. b2−4b+4=0
{2}
300
Solve the inequality -1/3>-12x for x
X>1/36
300
Solve the equation v-15=-27 for v
V=-12
300
Solve the equation by completing the square m2+10m+14=−7
{−3, −7}
300
Solve the Absolute Value Equation |k−10 |=3
{13, 7}
300
Solve equation with the quadratic formula. 2m2 +2m−12=0
{2, −3}
400
Solve the inequality 27(1+3n)>81(n+5)
No solution
400
Solve the inequalities -66(46p+12)>-66(-26+48p)
p>19
400
Solve the e= inequalities by completing the square 7b2 −14b−56=0
{4, −2}
400
Solve the Absolute Value Equation |−3p|=15
{21, −21}
400
Solve equation with the quadratic formula. 2x2 −3x−5=0
{5/2,-1}
500
Solve the Inequality -34x+42(13-36x)>13(x+42)
x<0
500
solve the Inequalities 81(p+54)>54(p+68)
p>-26
500
solve the inequalities 29(r-98)<-45(r-59)+74r
All real number
500
Sid is $300 in debt. He needs to get the debt down to no more than $100 within the next 8 months. If he pays the same amount each month, what is the minimum he must pay off each month to manage this? (Make an inequality to show your answer)
300 - 8n ≤ 100
He must pay a minimum of $25 each month.
500
Solve the inequality 4(v-39)<6(v+43)
v>-51