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Solutions of Chapter 9 Sequences and Series of Class 11 NCERT book available free. All exercise questions, examples, miscellaneous are done step by step with detailed explanation for your understanding.

In this Chapter we learn about Sequences

Sequence is any group of numbers with some pattern.

Like 2, 4, 8, 16, 32, 64, 128, 256, ....

Or

1, 2, 3, 4, 5, 6, 7, 8

In this chapter we learn

**What a sequence is**- and what is finite, infinite sequence, terms of a sequence**What a series is**- it is the sum of a sequence- Denoting Sum by
**sigma Σ**, and what it means - What is an
**AP**(Arithmetic Progression) is, and finding its n^{th}term and sum **Inserting AP**between two numbers- What is Arithmetic Mean (
**AM**), and how to find it - What is a
**GP**(Geometric Progression) is, and finding its n^{th}term and sum **Inserting GP**between two numbers- What is Geometric Mean (
**GM**), and how to find it - Relationship between
**AM and GM** - Sum of
**special series** - Finding
**sum of series when n**^{th}term is given - Finding sum of series when
**n**^{th}term is not given

Check out the solutions below by clicking an exercise, or a topic

What's in it?

Solutions of Chapter 9 Sequences and Series of Class 11 NCERT book available free. All exercise questions, examples, miscellaneous are done step by step with detailed explanation for your understanding.

In this Chapter we learn about Sequences

Sequence is any group of numbers with some pattern.

Like 2, 4, 8, 16, 32, 64, 128, 256, ....

Or

1, 2, 3, 4, 5, 6, 7, 8

In this chapter we learn

**What a sequence is**- and what is finite, infinite sequence, terms of a sequence**What a series is**- it is the sum of a sequence- Denoting Sum by
**sigma Σ**, and what it means - What is an
**AP**(Arithmetic Progression) is, and finding its n^{th}term and sum **Inserting AP**between two numbers- What is Arithmetic Mean (
**AM**), and how to find it - What is a
**GP**(Geometric Progression) is, and finding its n^{th}term and sum **Inserting GP**between two numbers- What is Geometric Mean (
**GM**), and how to find it - Relationship between
**AM and GM** - Sum of
**special series** - Finding
**sum of series when n**^{th}term is given - Finding sum of series when
**n**^{th}term is not given

Check out the solutions below by clicking an exercise, or a topic