Compound inequalities no solution
CHAPTER 1
23.) Show how the following compound inequalities will result in a solution which includes all numbers. a.) 2x – 4 > -2 or 2x – 6 < -2 b.) 3x – 4 < 11 or 2x + 5 > 5. c.) 2x < 14 or 3x > 18 d.) 2x + 1 < 11 or 3x – 2 > 10. 24.) Show how the following compound inequalities will result in an answer that has no solution.
[DOC File]Algebra 1 PRACTICE: Compound Inequalities
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Algebra 1 6.3C WS: Compound Inequalities Name _____ I. Decide whether the provided number is a solution. Write YES or NO. 1. Is 13 a solution to the compound inequality “x > 5 . AND. x < 10” _____ 2. Is 13 a solution to the compound inequality “x > 5 . OR. x < 10” _____ 3 ...
[DOC File]SOLVE AND GRAPH LINEAR COMPOUND INEQUALITIES
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This indicates that there is no real number to satisfy both inequalities. The compound "or": The "or" compound inequality solution are values that . satisfy at least one inequality. Example: x > 5 or x < 2 8 is a solution because it satisfies x > 5 -5 is a solution because it satisfies x < 2 3 is not a solution because it does not satisfy ...
[DOC File]Solving Inequalities
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Compound Inequalities. 2 inequalities joined by the word “and” or “or” Example: -5≤ x ≤ 7 is the same as x ≥ -5 and x ≤ 7 . Example: Solving Compound Inequalities (and/or) Solve the following compound inequalities and graph the solution on the number line. –4 < r –5 ≤ -1 b. 4v + 3 < -5 or –2v + 7 < 1
[DOC File]Compound Inequalities
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Student Exploration: Compound Inequalities. Activity A: Compound inequalities involving and Get the Gizmo ready: Set the top (red) inequality to x > –1. Set the bottom (blue) inequality to x ≤ 3. Be sure the and. button is selected and . Show solution. is turned off.
[DOCX File]Compound Inequalities
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How can you use the graphs to determine the values that make the compound inequality . x > –1 and . x ≤ 3 true? Select . Show solution. Write the algebraic solution of . x > –1 and . x ≤ 3 in the blank, and sketch the graph of the solution on the number line. When two inequalities are joined by and, the solution is the intersection of ...
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