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Solve for mm.\newlinem - 11 > 3 or m - 10 < -11\newlineWrite your answer as a compound inequality with integers.\newlineChoices:\newline(A)m≥14m \geq 14 or m < -1\newline(B)m≥14m \geq 14 or m≤−1m \leq -1\newline(C)m > 14 or m≤−1m \leq -1\newline(D)m > 14 or m < -1

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Q. Solve for mm.\newlinem−11>3m - 11 > 3 or m−10<−11m - 10 < -11\newlineWrite your answer as a compound inequality with integers.\newlineChoices:\newline(A)m≥14m \geq 14 or m<−1m < -1\newline(B)m≥14m \geq 14 or m≤−1m \leq -1\newline(C)m>14m > 14 or m≤−1m \leq -1\newline(D)m>14m > 14 or m<−1m < -1
  1. Isolate mm in first inequality: Solve the first inequality m - 11 > 3. Add 1111 to both sides to isolate mm. m - 11 + 11 > 3 + 11 m > 14
  2. Isolate mm in second inequality: Solve the second inequality m - 10 < -11. Add 1010 to both sides to isolate mm. m - 10 + 10 < -11 + 10 m < -1
  3. Combine solutions for compound inequality: Combine the solutions of the two inequalities to form a compound inequality.\newlineThe solution to the system is m > 14 or m < -1.
  4. Match solution to choices: Match the solution to the given choices.\newlineThe compound inequality m > 14 or m < -1 corresponds to choice (D)(D).

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