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Algebra Inequalities Quiz Review
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Liora needs a total score of at least 627 on three games of bowling to break the league record. Suppose she bowls 222 on her first game and 194 on her second game. What score does she need on her third game to break the record?
211 or more
For lunch Chase has a hamburger and potato chips. The burger has 380 calories and each chip has 12 calories. How many chips can Chase eat if he wants the total calories to be less than 600?
18 or less chips
What is the greatest possible integer solution of 43x < 680?
15
x≤6
10 - 3x ≥ 5x + 26
x≤-2
14 - (9x - 2) < -x + 30
x>-7/4 or x>-1 3/4
5(8 - 2x) < 2 + 16(4 + x)
x>-1
x<-20
Suppose you write a book. The printer charges $4 per book to print it, and you spend $3500 on advertising. You sell the book for $15 a copy. How many copies must you sell so that your income from sales is greater than your total cost?
15x > 4x + 3500, x>318.18, 319 copies or more
Suppose you are a salesperson for Trendy Togs. Each month you earn $450 plus one eighth of your sales. What amount must you sell this month to earn more than $2000?
Over $12,400
State the inequality for the given graph.
x≤6
State the inequality for the given graph.
x>-4
To pass Biology, a student needs at least an average of 65% on their tests. If the student scores 66, 72, 80, 45 and 59, write and solve an inequality to find the lowest score the student could possibly earn to pass the class.
68
On her last two math tests Natalia had scores of 83 and 90. Write and solve an inequality to determine all the possible scores Natalia can score to average at least 90 on three tests.
At least 95%
f >-3
No solution
t < 3
-18 + 7x ≥ -7(4 - x) + 4
All real solutions
Translate and Solve: Th sum of one and three-fifths of a number is at most 22.
n≤35
Translate and Solve: five less than the quotient of a number and 3 is no less than 9.
n≥42
x>3/2


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