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Name: Rewriting Nested Inequalities Rewrite each sentence as an inequality in algebraic form. Examples:1.9 multiplied by y is greater than or equal to 38.9y 38The sum of 392 and z is less than 592.6.392

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What is rewriting one-step inequalities?

Rewriting one-step inequalities involves transforming an inequality into a simpler form or an equivalent inequality that can be easily solved or interpreted.

Who is required to file rewriting one-step inequalities?

Individuals who need to solve or simplify mathematical problems involving one-step inequalities are typically required to engage in rewriting these inequalities.

How to fill out rewriting one-step inequalities?

To fill out rewriting one-step inequalities, identify the inequality, apply appropriate algebraic operations to isolate the variable, and ensure that the direction of the inequality symbol is maintained.

What is the purpose of rewriting one-step inequalities?

The purpose of rewriting one-step inequalities is to provide a clear and concise solution to the inequality, making it easier to analyze and interpret the relationship represented.

What information must be reported on rewriting one-step inequalities?

The information that must be reported includes the original inequality, the steps taken during the rewriting process, and the final simplified result.

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