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resuelve la ecuacion de tal manera que x sea igual a 3/2

The solution to the equation is approximately \( x \approx 1.895 \).

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Here are five related questions to deepen understanding:
1. How do exponential equations generally get solved?
2. What role do logarithms play in solving complex exponential equations?
3. How can equations involving different bases (like 9 and 2) be simplified?
4. What methods can be used when solving equations with multiple terms in powers of \(x\)?
5. How can you check if a solution satisfies the original equation?

**Tip:** When solving exponential equations, transforming all terms to the same base (if possible) can simplify the problem greatly.

Resuelve la ecuación de tal manera que x sea igual a 3/2.

Learn how to solve the exponential equation involving different bases (9, 2, and 1/3) with a detailed step-by-step guide. The equation covers key concepts in exponentiation and logarithms, suitable for students in Grades 10-12.

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