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Solve the inequality.
$2 - 3x > -10$
1. $x> -4$
2. $x > 4$
3. $x < -4$
4. $x < 4$
Solve the inequality.
$-3x - 8 < 16$
1. $x < -8$
2. $x > -8$
3. $x > 8$
4. $x < 8$
$3x - 8 >=1$
1. $x>=-2 1/3$
2. $x>=3$
3. $x<=3$
4. $x>=2 1/3$
5. none of the above
What is the solution of $3 - 2x < 9$?
1. $x < -3$
2. $x < 3$
3. $x > -3$
4. $x > 3$
$9 + p <=17$
1. $p<=8$
2. $p>=8$
3. $p>8$
4. none of the above
$5x > 85$
1. x > 80
2. x > 20
3. x > 17
4. x > 16
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 of $5x + 4 < 6$?
1. $x < 2/5$
2. $x < 5/2$
3. $x > 2$
4. $x>5$
$2(y-3)+7lt21$
1. $y<10$
2. $y>10$
3. $y>11$
4. y$<$11
5. none of the above
Solve for the inequality for $w$.
$-2w<-10$
1. $w>20$
2. $w<-5$
3. $w<-2$
4. $w>5$
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 $-5x-2<-22$?
1. $x>4$
2. $x<=6$
3. $x>=4$
4. $x<4$
Solve the inequality for x:
$12 < -4(3x - 6)$
1. $x < -1$
2. $x >1$
3. $x > -1$
4. $x <1$
What is the solution to $2h + 8 > 3h - 6$?
1. $h < 14$
2. $h < 14/5$
3. $h > 14$
4. $h > 14/5$
Solve the inequality: $4w-6>6w-20$
1. $w<7$
2. $w<2$
3. $w<-7$
4. $w<-2$
Which statement is true?
1. Inequalities and equations mean the same thing.
2. Inequalities are solved in almost the same way equations are solved.
3. Equations with one variable have many solutions.
4. Inequalities with one variable must be graphed on a Cartesian Plane (Coordinate Graph).
$8< w + 3 < 10$
1. $5 < w< 10$
2. $5 < w < 7$
3. $w < 5 and w > 7$
4. $w > 5 and w > 7$
5. none of the above
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