About This Class
In this concept and problem-solving-based session on Chapter 8 – Sequences and Series (Class 11 CBSE), we explain the fundamentals of Geometric Progression (GP) along with fully solved NCERT examples. Here's what this video covers:
1. What is Geometric Progression (GP)?
2. Types of GP with real-life examples
3. How to find the nth term of a GP
4. How to find the sum to the nth term of a GP
5. Practice of NCERT Examples 4 to 13 with detailed explanations
This class is extremely helpful for CBSE, JEE, WBJEE, and WBCHSE aspirants. Whether you’re revising or learning GP for the first time, this video will boost your confidence!
📑Full playlist of this Chapter:
FAQs:
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Q1. What is a geometric progression in Class 11 Chapter 8?
- A geometric progression is a sequence where each term is multiplied by a fixed, non-zero number to get the next term.
Q2. How to find the nth term and sum of GP?
- The nth term is found using the formula: Tₙ = a·rⁿ⁻¹, and the sum to n terms is Sₙ = a(1 - rⁿ)/(1 - r) (for r ≠ 1).
Q3. Is this class useful for JEE or WBJEE preparation?
- Yes, this video covers both concept and NCERT problems which are essential for JEE and WBJEE math sections.
Q4. Does the video solve all GP-related NCERT examples?
- Yes, we have covered NCERT Examples 4 to 13 in full detail.
Hashtags:
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#Class11Maths #GeometricProgression #SequencesAndSeries #NCERTSolutions #JEEPrep #CBSE2025 #MathsChapter8 #WBJEE #MathsMadeEasy #anganastudycente📘
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