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The first two terms of a geometric sequence are: $(x+3)$ and $(x^2-9)$

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The first two terms of a geometric sequence are: $(x+3)$ and $(x^2-9)$

  1. For which value of $x$ is this a converging sequence?
  2. Calculate the value of $x$ if the sum of the series to infinity is $13$.
in Mathematics by Wooden (4,853 points)
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asked Apr 8 in Mathematics by Pieter Wooden (4,853 points) | 10 views
The first four terms of a geometric sequence are $7;x;y;189$.
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