When solving an inequality, why

  1. Yuma is solving the inequality 3x−23≥−5. To solve the inequality, he begins by solving the equation as shown. Which number
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  2. Kelsey is solving the inequality 17+4x<9. To solve the inequality, she begins by solving the equation as shown. Which number
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  3. To find the solution set for the inequalities \( x + 2 \geq 6 \) and \( 3x \geq 6 \), we will solve each inequality separately.1
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    2. jucewrldfr asked by jucewrldfr
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  4. Explain how solving a linear inequality is similar to solving a linear equation.Choose the correct answer below. • A. The
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  5. Using the properties of inequality, justify both steps in solving the inequality: 3/5x+6≥36What is the solution to the
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  6. Solve the inequality-(3x+3)-2x>-4(x-2)-2 Solve the inequality 5x-3(x+6) ≥8-(x-7) Question 3 options: What is the second step
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  7. You do not need to flip the inequality sign when solving the inequality -3t + 7 ≥ 9. TRUE or FALSE?I'm not that great at
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    2. Natasha asked by Natasha
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  8. -(3x+3)-2x>-4(x-2)-25x-3(x+6) ≥8-(x-7) Question 3 options: What is the second step in solving the following inequality?
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  9. Question 3 options:What is the second step in solving the following inequality? -(3x+3)-2x>-4(x-2)-2 Division Property of
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  10. Review the solved inequality below. What error was made when solving this inequality? What is the correct solution?-4x < 32
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