Simmons Higgins
05/14/2024 · Junior High School
The sum of the first two terms is \( 4 / 3 \) and the sum of terms 3 and 4 is 12 . Find the geometric progression. \( 3^{0}, 3^{1}, 3^{2} \) \( 3^{-1}, 3^{0}, 3^{1}, \ldots \ldots \) \( 3^{-2}, 3^{0}, 3^{1} \) \( 2 / 9,10 / 9,50 / 9, \ldots \). \( 1 / 9,11 / 9,11^{2} / 9, \ldots \ldots \)
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The geometric progression can be either \( \frac{1}{3}, 1, 3, 9, \ldots \) or \( -\frac{2}{3}, 2, -6, 18, \ldots \), but none of the given options match these sequences.
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