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Solve for tt.\newline0>t+8>20 > t + 8 > -2\newlineWrite your answer as a compound inequality with integers.\newlineChoices:\newline(A)8t>10-8 \geq t > -10\newline(B)8>t>10-8 > t > -10\newline(C)t>8 or t<10t > -8 \text{ or } t < -10\newline(D)t8 or t<10t \geq -8 \text{ or } t < -10

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Q. Solve for tt.\newline0>t+8>20 > t + 8 > -2\newlineWrite your answer as a compound inequality with integers.\newlineChoices:\newline(A)8t>10-8 \geq t > -10\newline(B)8>t>10-8 > t > -10\newline(C)t>8 or t<10t > -8 \text{ or } t < -10\newline(D)t8 or t<10t \geq -8 \text{ or } t < -10
  1. Analyze Compound Inequality: Analyze the given compound inequality 0>t+8>20 > t + 8 > -2. Which operation should we use to isolate tt? In t+8t + 8, 88 is being added to tt. Subtraction should be used to isolate tt.
  2. Use Subtraction to Isolate: Subtract 88 from all parts of the inequality to isolate tt. \newline0>t+8>20 > t + 8 > -2\newline08>t+88>280 - 8 > t + 8 - 8 > -2 - 8\newline8>t>10-8 > t > -10
  3. Subtract 88 to Isolate: Write the final answer as a compound inequality with integers.\newlineThe inequality 8>t>10-8 > t > -10 matches choice (B).

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