NCERT Solutions for Class 11 Maths Exercise 8.2 Sequences and Series updated for session 2024-25 in English and Hindi Medium. Get the updated and revised format of solutions in class 11th mathematics ex. 8.2 all questions based on new textbooks issued for academic year 2024-25.

## Class 11 Maths Exercise 8.2 Solutions in Hindi and English Medium

### NCERT Solutions for Class 11 Maths Exercise 8.2

Class: 11 | Mathematics |

Chapter: 8 | Exercise: 8.2 |

Topic Name: | Sequences and Series |

Content Type: | Text, Images and Online Videos |

Medium: | Hindi and English medium |

### Working with GP in Class 11 Maths Exercise 8.2

Geometric progression is a uniquely prepared sequence in the number series. It is a series of numbers in which each term we get by multiplying the term earlier by a fixed number known as the common ratio. The common ratio of a geometric progression may be any real number. The geometric progression usually abbreviated as GP. One of the real-life example that can be seen as normally is the interest rate that is earned by banks.

#### Important Questions of Exercise 8.2 of 11th Maths

There are total 32 questions in Exercise 8.2 of class 11 Maths. Question number 24 to 29 are important and asked frequently in the exams. GP is one of the lengthy topics of chapter 8 from NCERT Book for Class 11 Maths. However, its major concept is to find the nth term or the sum of n terms of a geometric progression.

GP containing a large number of terms would be difficult without the use of the formulae for which you will get the direction in the upcoming sections. These formulae and concepts hold significant-high importance.

##### Importance of General Terms in GP and AP

Once you complete the introduction, get some of the brief information about the geometry progression and its real-life usefulness. There are questions given in exercise 8.2 based on daily life experience. You need to give proper time to passage given in NCERT for general term of G.P. This says that if G.P with first positive term a and common ratio r, the second term is obtained by multiplying a by r. This provides us the result a₃ = a₂r = ar², and more.

###### Solutions of Exercise 8.2 of Class 11 Maths

In class 11 Maths exercise 8.2 solutions, it is explained in much-elaborated form. Students are suggested for deep study these concepts. In higher classes student will study some of the related theorems from geometric progressions for which they need to have the basics idea of these theorems.

It is perfectly normal if you do not understand it the first time but if you are facing a problem you must check the PDF and Video solutions on the Tiwari academy website and app. Students should study all the case studies from the examples of exercise 8.2 in 11th Maths NCERT.