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Let the sequence an be defined recursively by a1 = sqrt{3} and an = sqrt{3 + 2an-1} for n >= 1. then, 1) Show that the sequence {an} is convergent. 2) Find the limit of the sequence (if it exists).
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Let the sequence an be defined recursively by a1 = sqrt{3} and an = sqrt{3 + 2an-1} for n >= 1. then,

1) Show that the sequence {an} is convergent.
2) Find the limit of the sequence (if it exists).

User Tharunkumar Reddy
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1 Answer

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hmmmm probley search it up on chegg

Explanation:

User Ashish Tiwari
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