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You can create printable tests and worksheets from these Grade 10 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.

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Select the solution.
$-5 <= -2x + 3 <= 7$
1. $x >= 4 or x <= -2$
2. $-2 <= x <= 4$
3. $-4 <= x <= -2$
4. $-4 <= x <= 2$
Solve the inequality for x.

$8 <3x - 7 <=23$
1. $5 < x <= 10$
2. $5<=x<=10$
3. $5 < x < 10$
4. $5<=xlt10$
Determine the solution of the inequality. $x - 1 < - 4 or x + 2 >= 4$
1. $x < - 3 or x >= 2$
2. $x < - 5 or x >= 6$
3. $x = 1 or x = 2$
4. $x = 3 or x = - 2$
Solve the inequality for x.

$x + 6 < -4 or 3x >=14$
1. $x<10 or x>=14/3$
2. $<-10 or x>=14/3$
3. $x<=-10 or x>=14/3$
4. $x<-10 or x>=14/3$
Solve the inequality for x.
$-9 <= 4x - 3 < 13$
1. $-1.5 < x < 4$
2. $-1.5 <=x < 4$
3. $-1.5<=x<=4$
4. $-1.5 < x <= 4$
Write in interval notation.
$-5ltxleq4$
1. $[-5,4]$
2. $(-5,4)$
3. $[-5,4)$
4. $(-5,4]$
Solve the inequality for x.
$x - 7 >=-3 or -2x + 1 >=11$
1. $x>=4 or x<=-5$
2. $x>=-5 or x>=4$
3. $x>=4 or xlt-5$
4. $x>4 or x> -5$
Which describes the graph of the inequality, $y < 2x$?
If $x^2 < x$, which of the following must be true?
1. $0 < x < 1$
2. $-1 < x < 0$
3. $x < -1$
4. $x > 1$
If $x^2 < x$, which of the following must be true?
1. $x < -1$
2. $-1 < x < 0$
3. $0 < x < 1$
4. $x > 1$
Solve the inequality. $2(3x - 5) > 20$
1. $x >= 5$
2. $x <= 5$
3. $x > 5$
4. $x < 5$
Solve the inequality $| x - 2 | - 3 ≥ -2 .$
1. $x>=1 or x<=3$
2. $x<=1 or x>=3$
3. $x<=1 or x>=1$
4. None of the above
The range of values for which $x^2 -7x+10<0$ is which of the following?
1. $2>x>5$
2. $2 < x < 5$
3. $x<2$ and $x>5$
4. $x<-5$ and $x> -5$
Determine the solution of $2x - 3 > 11$.
1. $x>10$
2. $x>7$
3. $x>5$
4. $x<7$