x + 3 > 10
x > 7
8x > 40
x > 5
2x + 2 > 4
x > 1
Don't solve, but what would the inequality look like?
12x <or= 75
Which inequality symbol represents "is no less than"?
>or=
6 + h < -9
h < -15
d/2 > 7
d > 14
-2x + 6 > 12
x < -3
Dylan can spend at most $18 to ride go-karts and play games at the state fair. Suppose the go-karts cost $5.50. What would the inequality look like to solve this problem?
5.5 + x <or= 18
With a solution of x>4, is the circle open or closed, and what direction should the arrow point?
open, pointing to the right
0.4 + y < -9.6
y < -10
12x > -36
x > -3
-5x - 12 < 8
x > -4
Lucy earns $15 per hour working at the zoo. Write an inequality to determine the number of hours Lucy must work in a week to earn at least $225.
15x <or= 225
Caleb owns two types of dogs. The difference in height of his Yorkshire Terrier and his Great Dane is at least 25 inches. Caleb's Yorkshire Terrier has a height of 6 1/4 inches. Define a variable that could be used to write an inequality for this problem.
h represents the height of the Great Dane
x - 2.3 > -8.5
x > -6.2
-6 > x/7
x < -42
4.7x - 3.25 < 10.85
x < 3
In bowling league, Stu has 34 strikes. He averages 2 strikes per game. He needs more than 61 strikes to beat the league record. What would the inequality be to solve this problem?
34 + 2x > 61
Caleb owns two types of dogs. The difference in height of his Yorkshire Terrier and his Great Dane is at least 25 inches. Caleb's Yorkshire Terrier has a height of 6 1/4 inches. Write an inequality to solve this problem.
h - 6 1/4 >or= 25
4 < x - 15.5
x > 19.5
2 < 0.25x
x > 8
-3/4x - 1/2 > 3/8
x > - 7/6 or -1 1/6
Douglas bought a $20 game card at a game center. The go-karts cost $3.50 each time you race. He wants to have at least $7.75 left on his card to play arcade games. What would the inequality look like to solve this problem?
20 - 3.50x <or= 7.75
Caleb owns two types of dogs. The difference in height of his Yorkshire Terrier and his Great Dane is at least 25 inches. Caleb's Yorkshire Terrier has a height of 6 1/4 inches. Interpret the solution of this problem.
the height of the Great Dane is at least 31 1/4 inches.