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8.3 ARITHMETIC AND GEOMETRIC SEQUENCES

8.3 ARITHMETIC AND GEOMETRIC SEQUENCES

www.usu.edu

8.3 Airthmetic and Geometric Sequences 453 (c) a n11 2 a n 5 ln~n 1 1! 2 ln n 5 ln n 1 1 n. The difference depends on n,so the sequence is not arithmetic. Checking ratios, a n11 a n 5 ln~n 1 1! ln n,sotheratio also changes with n. The sequence is neither arithmetic nor geometric. b cEXAMPLE3 Arithmetic sequences Show that the sequence is ...

  Sequence, Geometric, Arithmetic, Arithmetic sequences, 3 arithmetic and geometric sequences, And geometric sequences

8.3 ARITHMETIC AND GEOMETRIC SEQUENCES

8.3 ARITHMETIC AND GEOMETRIC SEQUENCES

www.math.usu.edu

Both arithmetic and geometric sequences begin with an arbitrary first term, and the sequences are generated by regularly adding the same number (thecom-mon difference in an arithmetic sequence) or multiplying by the same number (the common ratio in a geometric sequence). Definitions emphasize the …

  Sequence, Geometric, Arithmetic, Arithmetic and geometric sequences, 3 arithmetic and geometric sequences

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