Problem H-4

Due in DSC 203 by 12 Noon, Friday February 08, 2002

Proposed by Valentin Matache

Let $x_0 = \sqrt 3$ and $x_n = \sqrt{2+x_{n-1}}$, $n=1,2,\ldots$. Find

$$\lim _{n\rightarrow \infty }2^{n+1}\cdot \sqrt{2-x_n}$$

Solutions, questions and/or comments should be directed to Judy Downey or Griff Elder

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Last modified:   Fri Feb 1 18:00:45 CST 2002