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Algebra L1-6 Quiz v3

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Last updated over 2 years ago
5 questions
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Question 1
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Question 2
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Question 3
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Question 4
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Question 5
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The circumference C of the circle below is bounded by the inequality \frac{4}{3}\pi<C<8\pi.


Write and solve a compound inequality to find the constraints on the value of r.

Which compound inequality describes the solutions graphed below?


x\geq0 \textrm{ or } x<4
x\leq0 \textrm{ and } x>4
x\leq0 \textrm{ or } x>4
x\geq0 \textrm{ and } x<4
Solve the compound inequality:
2(5-3x)\leq -62 \textrm{ and } \frac{2}{3}(x-4)<6
x\geq12 \textrm{ and } x<13
x\geq12 \textrm{ and } x>13
x\leq12 \textrm{ and } x>13
x\leq12 \textrm{ and } x<13
Select the compound inequality that matches the graph shown.
x\geq -10 \textrm{ and } x<5
x\geq -10 \textrm{ or } x<5
x>-10 \textrm{ and } x\leq5
x> -10 \textrm{ or } x\leq5
Select the graph which represents the solution set to the compound inequality
3(z-2)+\frac{1}{4}z-2\leq14+3(1-z) \textrm{ or } 4(-z+5)+7<-8+z