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Discrete Structures: Sequences and Series · Semester 2

Sum to Infinity of Geometric Series

Students will calculate the sum to infinity for convergent geometric series and understand its conditions.

Key Questions

  1. Explain the conditions under which an infinite geometric series converges.
  2. Analyze the implications of a common ratio outside the convergence range.
  3. Construct the sum to infinity for a given convergent geometric series.

MOE Syllabus Outcomes

MOE: Sequences and Series - JC2
Level: JC 2
Subject: Mathematics
Unit: Discrete Structures: Sequences and Series
Period: Semester 2

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