![]() ![]() Use the recursive formula to find the next three terms in the sequence. Create a recursive formula using the first term in the sequence and the common ratio. Determine that the sequence is geometric. Writing a Recursive Formula for a Geometric Sequence 1. Review of Explicit Formula: the term in the sequence the common ratio. ![]() Y 6 wAWlslA wruiPg xhtOs9 3rSeIsoe4rIv Ye0d L.I i 9MOavd Jex AwdiztFhP uIGnvf Si0ngi ot Wes KAYlGgre Kbkr 6av B2U. Worksheet by Kuta Software LLC Algebra 1 - Arithmetic and Geometric Sequences Recursive Formula Name Date Period-1-For each arithmetic sequence, find the common difference. Given two terms in a geometric sequence find the 8th term and the recursive formula. To find missing terms in a geometric sequence. 2-©x 6290 61M2X fK cu4t Paj QS3o 2fkt XwoaOrpe N YL1LzCt. Therefore, a convergent geometric series 24 is an infinite geometric series where \(|r| < 1\) its sum can be calculated using the formula:īegin by identifying the repeating digits to the right of the decimal and rewrite it as a geometric progression. Write the recursive formula for each sequence. Sal finds the 4th term in the sequence whose recursive formula is a (1)-, a (i)2a (i-1). ![]()
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