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Question 1 of 5Solve each inequality:
$$13 + 5x > 6x + 16$$ $$\text{and}$$ $$-17 - 6x < -9 - 4x$$
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A
$$\text{No Solution}$$ $$∅$$
B
$$x < 9$$ $$(-\infty, 9)$$ graphing an interval on the number line
C
$$-4 < x < -3$$ $$(-4, -3)$$ graphing an interval on the number line
D
$$3 < x < 4$$ $$(3,4)$$ graphing an interval on the number line
E
$$2 < x < 5$$ $$(2,5)$$ graphing an interval on the number line
Question 2 of 5Solve each inequality:
$$3x + 3 > 3 - 7x$$ $$\text{and}$$ $$9x + 13 < 20 + 8x$$
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A
$$-2 < x < 22$$ $$(-2,22)$$ graphing an interval on the number line
B
$$-7 < x < 0$$ $$(-7, 0)$$ graphing an interval on the number line
C
$$\text{No Solution}$$ $$∅$$
D
$$0 < x < 7$$ $$(0,7)$$ graphing an interval on the number line
E
$$0 < x < 3$$ $$(0,3)$$ graphing an interval on the number line
Question 3 of 5Solve each inequality:
$$\frac{3}{2}x - \frac{7}{4}> 1 + \frac{5}{3}x$$ $$\text{or}$$ $$-\frac{7}{3}x - \frac{2}{3}< \frac{3}{2}x - \frac{3}{2}$$
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A
$$x < -\frac{33}{2}$$ $$\text{or}$$ $$x > \frac{5}{23}$$ $$\left(-\infty, \frac{-33}{2}\right) ∪ \left(\frac{5}{23}, \infty\right)$$ graphing an interval on the number line
B
$$\text{All Real Numbers}$$ $$(-\infty, \infty)$$ graphing an interval on the number line
C
$$x > -\frac{33}{2}$$ $$\left(-\frac{33}{2}, \infty\right)$$ graphing an interval on the number line
D
$$x < -\frac{1}{2}$$ $$\text{or}$$ $$x > \frac{12}{23}$$ $$\left(-\infty, -\frac{1}{2}\right) ∪ \left(\frac{12}{23}, \infty\right)$$ graphing an interval on the number line
E
$$x < -5$$ $$(-\infty, -5)$$ graphing an interval on the number line
Question 4 of 5Solve each inequality:
$$8x + 16 ≤ 6x - 4$$ $$\text{or}$$ $$13x - 12 ≥ 6x - 5$$
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Select the Correct Answer Below: Correct! Cool Emoji Not Correct! Cool Emoji
A
$$\text{All Real Numbers}$$ $$(-\infty, \infty)$$ graphing an interval on the number line
B
$$x ≤ -1$$ $$\text{or}$$ $$x ≥ 29$$ $$(-\infty, -1] ∪ [29, \infty)$$ graphing an interval on the number line
C
$$\text{No Solution}$$ $$∅$$
D
$$x ≤ -10$$ $$\text{or}$$ $$x ≥ 1$$ $$(-\infty, -10] ∪ [1, \infty)$$ graphing an interval on the number line
E
$$x ≥ -1$$ $$[-1, \infty)$$ graphing an interval on the number line
Question 5 of 5Solve each inequality:
$$5(-2x + 2) ≥ -7(x + 2)$$ $$\text{and}$$ $$4(x + 2) ≥ -8(5x + 10)$$
Finish »
Select the Correct Answer Below: Correct! Cool Emoji Not Correct! Cool Emoji
A
$$-2 ≤ x ≤ 3$$ $$[-2, 3]$$ graphing an interval on the number line
B
$$-2 ≤ x ≤ 8$$ $$[-2, 8]$$ graphing an interval on the number line
C
$$-5 ≤ x ≤ 7$$ $$[-5, 7]$$ graphing an interval on the number line
D
$$x ≥ 7$$ $$[7, \infty)$$ graphing an interval on the number line
E
$$x ≤ -5$$ $$(-\infty, -5]$$ graphing an interval on the number line

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