1. The problem is to solve an equation or expression using logarithm tables. 2. Logarithm tables help us find the logarithm (log) of numbers, which can simplify multiplication, division, powers, and roots into addition, subtraction, multiplication, and division of logs. 3. The key formula is: $$\log(ab) = \log a + \log b$$ and $$\log\left(\frac{a}{b}\right) = \log a - \log b$$. 4. To solve a problem using logarithm tables, first express the problem in terms of multiplication or division. 5. Then find the logarithms of the numbers involved from the table. 6. Perform addition or subtraction of these logarithms as required. 7. Use the antilogarithm (inverse log) table to find the final answer. 8. Since the original question is not provided, this is the general method to solve problems using logarithm tables. 9. If you provide a specific problem, I can demonstrate the exact steps using logarithm tables.