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Solve for rr. \newline12 > r + 3 > 6\newlineExpress your answer as a compound inequality with integers.

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Q. Solve for rr. \newline12>r+3>612 > r + 3 > 6\newlineExpress your answer as a compound inequality with integers.
  1. Analyze Compound Inequality: Analyze the given compound inequality.\newlineThe inequality 12 > r + 3 > 6 involves two inequalities combined: one is 12 > r + 3, and the other is r + 3 > 6. To solve for rr, we need to isolate rr in both inequalities.
  2. Subtract 33: Subtract 33 from all parts of the compound inequality.\newlineTo isolate rr, we subtract 33 from each part of the inequality:\newline12 - 3 > r + 3 - 3 > 6 - 3\newlineThis simplifies to:\newline9 > r > 3
  3. Write Solution: Write the solution as a compound inequality.\newlineThe solution to the inequality is 9 > r > 3, which means rr is greater than 33 and less than 99.

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