Looking for Algebra worksheets?
Check out our pre-made Algebra worksheets!
 Tweet

##### Browse Questions
• Arts (1045)
• English Language Arts (4933)
• English as a Second Language ESL (2782)
• Health and Medicine (898)
• Life Skills (394)
• Math (2320)

• ### Sequences and Series

• #### Trigonometry

• Physical Education (835)
• Science (7573)
• Social Studies (2907)
• Study Skills and Strategies (148)
• Technology (370)
• Vocational Education (824)

You can create printable tests and worksheets from these Grade 9 Inequalities questions! Select one or more questions using the checkboxes above each question. Then click the add selected questions to a test button before moving to another page.

Previous Next
Solve the inequality.
$2 - 3x > -10$
1. $x> -4$
2. $x > 4$
3. $x < -4$
4. $x < 4$
Solve the inequality $–3x + 8 < 11$.
1. $x<1$
2. $x<-1$
3. $x> -1$
4. $x>1$
What is the solution set to the inequality $-3x+2>=17$ ?
1. $x > -5$
2. $x>=-5$
3. $x<-5$
4. $x<=-5$
What is the solution to the inequality below?

12x > 5(x-2)
1. x > -2/7
2. x < -2/7
3. x > -10/7
4. x < -10/7
What is the solution set to the inequality $-5x-2<-22$?
1. $x>4$
2. $x<=6$
3. $x>=4$
4. $x<4$
What is the solution set for $-5x+12<=-8$?
1. $x<=-4$
2. $x<=4$
3. $x>=4$
4. $x>4$
What is the solution set for $2x>10$?
1. $x<5$
2. $x<=5$
3. $x>5$
4. $x>=5$
What is the solution set for $-4x>=20$?
1. $x>=-5$
2. $x> -5$
3. $x<=-5$
4. $x<-5$
Solve the inequality for x:
$12 < -4(3x - 6)$
1. $x < -1$
2. $x >1$
3. $x > -1$
4. $x <1$
Solve the inequality for x:

$-8(4x + 6) < -24$
1. $x < -3/4$
2. $x > -3/4$
3. $x < 3/4$
4. $x > 3/4$
Solve the inequality: $4w-6>6w-20$
1. $w<7$
2. $w<2$
3. $w<-7$
4. $w<-2$
Choose the best description of the graph represented by this inequality, $y < -4x^2 + 8x - 5.$
1. opens down; dashed line; shading down inside parabola
2. opens up; dashed line; shading up inside parabola
3. opens down; solid line; shading down outside parabola
4. opens up; solid line; shading up and outside parabola
Solve the inequality: $|f-9|>=2$
1. $7< f <11$
2. $f<7 or f>11$
3. $7<=f<=11$
4. $f<=7 or f>=11$
Which inequality is described by the statement: y is at most -8?
1. $y<=-8$
2. $y>=-8$
3. $y<-8$
4. $y> -8$
Give the equivalent inequality which results from multiplying both sides of the given inequality by -2: $-4x<=10$
1. $-8x>=20$
2. $-8x<=-20$
3. $8x>=-20$
4. $-8x> 20$
Solve the inequality.
$-3x - 8 < 16$
1. $x < -8$
2. $x > -8$
3. $x > 8$
4. $x < 8$
Solve: $4y-1>=7 or 2y +5<17$
1. $y>=2 and y<6$
2. $y<=2 or y<6$
3. $y>=2 or y<6$
4. $y<2 or y>=6$
Solve for the inequality for $w$.
$-2w<-10$
1. $w>20$
2. $w<-5$
3. $w<-2$
4. $w>5$
Previous Next
You need to have at least 5 reputation to vote a question down. Learn How To Earn Badges.