Transcription of Sequences and Series
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P DO NOT COPY. Sequences and SeriesBUILDING ON graphing linear functions properties of linear functions expressing powers using exponents solving equationsBIG IDEAS An arithmetic sequence is related to a linear function and is created byrepeatedly adding a constant to an initial number. An arithmetic Series isthe sum of the terms of an arithmetic sequence . A geometric sequence is created by repeatedly multiplying an initialnumber by a constant. A geometric Series is the sum of the terms of ageometric sequence .
Sequences and Series ... sequences geometric series infinite geometric series sum to infinity NEW VOCABULARY. Construct Understanding 2 Chapter 1: Sequences and Series DO NOT COPY. ©P Relate linear functions and arithmetic sequences, then solve problems related to arithmetic sequences.
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