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# Inequalities Questions - All Grades

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solve
$2x + 6 <= -4$
1. $x <= 1$
2. $x <= 10$
3. $x <= -10$
4. $x >= -10$
Solve the inequality $–3x + 8 < 11$.
1. $x<1$
2. $x<-1$
3. $x>-1$
4. $x>1$
Destiny wanted the temperature to be no more than 75 degrees. Which inequality shows that?
1. $t < 75$
2. $t <= 75$
3. $t>=75$
4. $t= 75$
Solve: $-4x+2<6$
1. $x>1$
2. $x<1$
3. $x>4$
4. $x<-4$
$5x > 85$
1. 80
2. 20
3. 17
4. 16
Solve: $x-3<=4$
1. $x>7$
2. $x<=\frac{3}{4}$
3. $x<=12$
4. $x<=7$
Solve:
$2(2-x)<=-3x-2$
1. $x<=-6$
2. $x<=-3$
3. $x<=2$
4. $x>=6$
The maximum number of people the theater can hold is 325.
1. $p> 325$
2. $p>=325$
3. $p<325$
4. $p<=325$
Write in interval notation: $-5ltxleq4$
1. $[-5,4]$
2. $(-5,4)$
3. $[-5,4)$
4. $(-5,4]$
Which represents the value of x in $6 - 4x <= 26$?
1. $x <= -8$
2. $x >= -8$
3. $x <= -5$
4. $x >= -5$
Thomas has at least $20 to spend this week. Which statement reflects that? 1. $x<20$ 2. $x>20$ 3. $x<=20$ 4. $x>= 20$ Grade 6 Inequalities CCSS: 6.EE.B.6 The temperature was above $65deg$. 1. $t > 65$ 2. $t>=65$ 3. $t<65$ 4. $t<=65$ Grade 6 Inequalities CCSS: 6.EE.B.6 Sam can spend no more than$10 at the store.
1. $d> 10$
2. $d>=10$
3. $d<10$
4. $d<=10$
1. $<=$
2. $>$
3. $<$
4. $>=$