1. which situation below could represent the inequality 25x + 311 ≥ 500? a) a sales person earns a...

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1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS TO EARN AT LEAST $500 PER WEEK. b) A SAVINGS ACCOUNT HAS $311 IN IT. THEN $25 IS ADDED TO THE ACCOUNT EACH DAY UNTIL THE ACCOUNT BALANCE IS AT LEAST $500. c) A SAVINGS ACCOUNT HAS $311. THEN $25 PER WEEK IS SPENT FROM THE ACCOUNT UNTIL THE ACCOUNT IS LESS THAN OR EQUAL TO $500. d) A SALESPERSON EARN A BASE SALARY OF $311 PER WEEK AND $25 PER SALE WANTS TO EARN NO MORE THAN $500 PER WEEK.

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Page 1: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

1. Which situation below could represent the inequality

25x + 311 ≥ 500?a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

TO EARN AT LEAST $500 PER WEEK.

b) A SAVINGS ACCOUNT HAS $311 IN IT. THEN $25 IS ADDED TO THE ACCOUNT EACH DAY UNTIL THE ACCOUNT BALANCE IS AT LEAST $500.

c) A SAVINGS ACCOUNT HAS $311. THEN $25 PER WEEK IS SPENT FROM THE ACCOUNT UNTIL THE ACCOUNT IS LESS THAN OR EQUAL TO $500.

d) A SALESPERSON EARN A BASE SALARY OF $311 PER WEEK AND $25 PER SALE WANTS TO EARN NO MORE THAN $500 PER WEEK.

Page 2: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

2. Solve for n. 20 – 5n < -40

a)N > 12

b)N < 12

c)N > -12

d)N < -12

Page 3: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

3. Tim has $50 to spend on clothes. He wants to buy a new shirt for $20 and spend

the rest of the money on socks. Each pair of socks costs $5 Which inequality can be used to find s, the number of pairs of socks he can

buy?

a) 20S + 5 ≤ 50

b) 20 – 5S ≤ 50

c) 20S – 5 ≤ 50

d) 20 + 5S ≤ 50

Page 4: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

4. Solve the inequality for x. 6x – 12 > 48

a) X < 6

b) X > 6

c) X > 10

d) X < 10

Page 5: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

5. Emily earned $40 from her part time job. She spent $15.75 on a new bracelet, but also wants to buy some new earrings. If each pair of earrings

costs $12, which inequality can be used to find e, the maximum number of pairs of earrings she can

buy?

a) 40 ≥ 15.75 + 12E

b) 40 = 12E

c) 40 ≤ 15.75 + 12E

d) 15.75 < 12E

Page 6: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

6. Which inequality represents the following situation: six less than three times a number is

more than 55.

a) 6 – 3X > 55

b) 3X – 6 < 55

c) 3X – 6 > 55

d) 6 – 3X < 55

Page 7: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

7. The solution set for an inequality is graphed below. Which set of numbers below is in the

solution set for the inequality?

a) 0, 1, 2, 5

b) 2, 2 ½, 3, 4

c) 1 ½, 2, 4 ½, 5

d) -1, 0, 1, 2

Page 8: 1. Which situation below could represent the inequality 25x + 311 ≥ 500? a) A SALES PERSON EARNS A BASE SALARY OF $25 PER WEEK AND $311 PER SALE WANTS

8. Which inequality has a solution set represented by the line graph shown below?

a)2X ≤ 17

b)2X - 12 ≤ 17

c)2X + 12 > 17

d) 2X + 12 ≤ 17