Solve the inequality. Write your solution in set builder notation.
5 - t > 0
{ t | t < 5 }
or
{ t | 5 > t }
solve the inequality. Express the solution set in set builder notation.
4y >= 8
{ y | y >= 2 }
Solve the inequality. Express your solution in set builder notation. Then graph the solution set.
4(b+4)<=8
Set Builder Notation:
{b|b<=2}
Graph the compound inequality.
5<x<9

Solve for s. Express your answer in set builder notation.Then graph the solution set.
|s-6|<3

Set Builder Notation:
{s|3<s<9}
Solve the inequality.
8 > v + 15
{ v | v < -7 }
or
{ v | -7 > v }
Solve for m. Express your solution in set builder notation.
m/5 < 2
{ m | m < 10 }
Solve the inequality. Express the solution in set builder notation. Then graph the solution set.
-(c-1)+9<=2

Set Builder Notation:
{c|c>=8}
Solve for y. Express your solution set in set builder notation. Then graph the solution set.
10<=y+19<=14

Set Builder Notation:
{y|-9<=y<=-5}
Solve for z. Express the solution in set builder notation. Then graph the solution set.
|z-3|>3

Set Builder Notation:
{z|z>6 or z<0}
Which of the following are not a solution to the following inequality.
10 <= t - (-2)
a) t = 7
b) t = 8
c) t = 9
d) t = -8
e) t = -7
The solution set is
{t | t >= 8}
therefore 7, -8, and -7 are not solutions to the inequality.
How many Bad Bunny Concerts has Mr. Zuniga attended?
3!
X100PRE 2019
EUTDM 2022
Un Verano Sin Ti 2022
Solve the inequality. Write your solution in set builder notation and graph the solution.
(a+10)/2 >8
Set Builder Notation: { a | a >6 }
Solve for h. Express the solution set in set builder notation. Then graph the solution.
15h+1<16 or h-1>=4

Set Builder Notation:
{h|h<1 or h>=5}
Solve for x. Express your solution in set builder notation. Then graph the solution set.
|x+10|<=-10
ø
Write an inequality for this graph.

x<6
Which of the following are solutions to the following inequality.
- f/2 <= 3
a) -5
b) -6
c) 5
d) 6
e) -7
The solution set is
{ f | f >= -6 }
therefore the solutions are -5, -6, 5, and 6
-7 is not a solution to the inequality.
Solve the inequality. Write the solution set in set builder notation and graph the solution.
9(n - 9) + 10 > 1
Set Builder Notation: { n | n > 8}

Write a compound inequality that describes this graph.

-8<x<-5
Solve for t. Express your solution in set builder notation. Then graph the solution set.
|1-t|>=-2
{ t | t is all real numbers }
The height requirement for the Star Speed roller coaster is 54 inches. Even after growing 3 inches since last summer, Dakota is too short to ride.
Let x represent how tall Dakota was last summer. Create an inequality that describes this problem.
x + 3 > 54
Mr. Cervantes plans to buy 3 security cameras to install outside his donut shop. He wants to spend less than $450 on the cameras in all.
Let x represent how much Mr. Cervantes wants to spend on each camera. Which inequality describes the problem?
3x < 450
Solve the inequality. Express your solution in set builder notation. Then graph the solution set.
2(v+9)+48>78

Set Builder Notation:
{v|v>6}
Write a compound inequality that describes the graph.

x<=2 or x>5
To ride a roller coaster, people must be within 5 inches of a height of 66 inches.
Write and solve an absolute value inequality that models and finds the minimum and maximum heights to ride the roller coaster.
Absolute value inequality:
|h-66|<=5
Solution set:
{h|61<=h<=71}