Worksheet: Multistep Inequalities

Q1:

Find all values of that satisfy . Write your answer as an interval.

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Q2:

Solve the inequality for .

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Q3:

Solve the following inequality: .

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Q4:

Given that , write the solution set of .

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Q5:

Determine the solution set of given that .

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Q6:

Suppose that . Solve the inequality .

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Q7:

The solution set of the inequality is , where and are real numbers. What is the value of ?

Q8:

Solve the inequality in .

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Q9:

Solve the inequality in .

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Q10:

If , then .

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Q11:

Find the solution set of the inequality in . Give your answer in interval notation.

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Q12:

Solve the inequality in .

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Q13:

Given that , solve the inequality .

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Q14:

Find the solution set of given that .

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Q15:

Find the solution set of the inequality in . Give your answer in interval notation.

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Q16:

Solve the inequality in .

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Q17:

Solve the inequality in .

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Q18:

Solve the inequality in .

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Q19:

Solve the inequality in .

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Q20:

Find the solution set of the inequality in . Give your answer in interval notation.

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Q21:

Solve the inequality in .

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Q22:

Determine the solution set of given that .

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Q23:

If , then .

Q24:

Find the solution set of the inequality in . Give your answer in interval notation.

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Q25:

Solve the inequality in .

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