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3(2t - 6) > -2(3t - 9) Solve for t

1 Answer

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Final answer:

After solving the inequality step by step, the solution is t > 3. This means the inequality holds true for any t greater than 3. The information regarding specific solutions (t = 3.96 and t = -1.03) is not applicable to this inequality.

Step-by-step explanation:

Let's solve the inequality 3(2t - 6) > -2(3t - 9) step by step:

Therefore, the solution to the inequality is t > 3. This means that for any t greater than 3, the inequality holds true. The information provided about two solutions t = 3.96 and t = -1.03 seems unrelated to this particular inequality, as we are solving an inequality and not a quadratic equation. For inequalities, we typically express the solution as a range of values, not specific solutions unless it is an equation equaling zero.

User Torsten Walter
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