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Consider the terms of an arithmetic sequence: $-\frac{1}{3}, y+2, 4y, \ldots$. Solve for $y$. | [[[[('Consider the terms of an arithmetic sequence: $-\\frac{1}{3}, y+2, 4y, \\ldots$. Solve for $y$.', "To solve for \\( y \\) in the arithmetic sequence \\(-\\frac{1}{3}, y+2, 4y, \\ldots\\), we can use the observation that the difference between consecutive terms must be constant (the common difference). Here's a st... |
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