Geometric Progressions
Revise Geometric Progressions fast with concise, exam-ready key points · Aligned with the NIE syllabus
Where this fits in the syllabus
Grade 11 · Term 2
Key points to revise
Revise Geometric Progressions fast with concise, exam-ready key points
About O/L Mathematics: O/L Mathematics covers number systems, algebra, geometry, trigonometry, and statistics across Grade 10 and 11.
- General Term (nth term) of a GP:
- Common Ratio:
- Sum of First n Terms (when r = 1):
- Sum of First n Terms (when r != 1):
- Sum to Infinity (only when |r| < 1):
Must know
- Identify the type: Read the problem carefully. If it says "geometric progression" or "terms are multiplied by a constant", use GP formulas. If it says "common difference", it is an AP
- Write down given values: Always list a, r, n, Tn, Sn, etc., as given in the problem. This helps in selecting the correct formula
- Check r before using sum formulas: For Sn, if r=1, use Sn = n*a. For Sinfinity, ensure |r| < 1
- Use the division trick for two terms: If you know two terms of a GP, divide the larger term number by the smaller term number to find r^(difference in indices). This avoids solving simultaneous equations directly
Source: Idasara knowledge pack — english/OL_11/mathematics v16, short_notes: Lesson 16 - Geometric Progressions
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