Solve the inequality and graph the solution set. Write the solution set in (a) set-builder notation and (b) interval notation. Express numbers as integers or simplified fractions. -* -4>-1 Part I out of 3 In set-builder notation, the solution set is

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Q: Solve for x and graph the solution on the number line below. 5х — 4 16 or Inequality Notation: VI

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Q: Solve the inequality. x2  -  9  &lt; 0

A: Given inequality x2  -  9  &lt; 0 Add 9 to both sides, we get x2-9+9&lt;9x2&lt;9

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Q: solve. Describe the solution set as inequality, in a graph, and in interval notation (2x+20)<22…

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A: We have to solve the inequality: -6≤12x-4&lt;-3 Adding 4 each sides, -6+4≤12x-4+4&lt;-3+4-2≤12x&lt;1…

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Q: Solve the inequality 27 - x ≥ 5x + 3. Write the solution in both set notation and interval notation.

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