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Home » But $a + d = 5$ and $a + d = 7$ is impossible. Therefore, no such sequence exists unless the problem is misinterpreted. - AMAZONAWS

But $a + d = 5$ and $a + d = 7$ is impossible. Therefore, no such sequence exists unless the problem is misinterpreted. - AMAZONAWS

📅 March 6, 2026 👤 scraface
Mar 06, 2026
But $a + d = 5$ and $a + d = 7$ is impossible. Therefore, no such sequence exists unless the problem is misinterpreted.

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📌 Solution: Let the amount of saline in the first solution be $ 0.20 \times 3 = 0.6 $ liters. The second solution contributes $ 0.50x $ liters of saline. The total volume is $ 3 + x $ liters, and the total saline is $ 0.35(3 + x) $. Setting up the equation:
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📌 Hence, no such sequence exists.
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