Courses for Kids
Free study material
Offline Centres
Store Icon

RD Sharma Class 11 Solutions Chapter 19 - Arithmetic Progressions (Ex 19.1) Exercise 19.1

Last updated date: 22nd Mar 2024
Total views: 557.7k
Views today: 6.57k
MVSAT 2024

Chapter 19 - Arithmetic Progressions Exercise 19.1

Free PDF download of RD Sharma Class 11 Solutions Chapter 19 - Arithmetic Progressions Exercise 19.1 solved by Expert Mathematics Teachers on Vedantu. All Chapter 19 - Arithmetic Progressions Ex 19.1 Questions with Solutions for RD Sharma Class 11 Math to help you to revise complete Syllabus and Score More marks. Register for online coaching for IIT JEE (Mains & Advanced) and other Engineering entrance exams.

Competitive Exams after 12th Science

Arithmetic Progressions (Ex 19.1) Exercise 19.1 - Free PDF

‘Arithmetic Progression’ is Chapter 19 of Class 11 Mathematics. A sequence can be called an arithmetic progression, if the difference between a term and its previous term always remains the same. For example, the sequence 2, 4, 6, 8… Is an arithmetic progression because there is a common difference of  2 among all the numbers. A finite part of an arithmetic progression is called a finite arithmetic progression and sometimes just called an arithmetic progression. The theorem relies on the concept of density of a set of natural numbers. For some subset of the natural numbers, the density is the ratio between the number of integers in the intersection between that subset and the set (1, 2,...) and N as N goes to infinity.

Johann Carl Friedrich Gauss discovered Arithmetic Progression (A.P.) and is known as the father of Arithmetic Progression. He found it when he was in school and his teacher asked him to add numbers starting from 1 to 100. It is said that he devised this method to solve this problem quickly as he needed an alternative to quickly get a solution of this. 

RD Sharma Solutions for Class 11 Math Chapter 19 (Exercise 19.1) – Arithmetic Progressions are provided for the students to study and prepare for their exams. For students who are aspiring to secure good marks in Class 11 Mathematics, the RD Sharma Class 11 Math is the right tool for the purpose with each exercise systematically organized and explained.


Chapter 19 – Arithmetic Progressions has a lot of exercises for the students to learn from and the RD Sharma Solutions provides comprehensive answers to the questions present in each exercise adding to the knowledge of the students. 


Advantages of Solving Arithmetic Progression Exercise from RD Sharma

Practicing the questions of Arithmetic Progression from RD Sharma can help the students in developing a deeper understanding of the topics given in the chapter. These solutions are well designed keeping in mind the need of Class 11 students as per the syllabus of the latest education boards and act as a helpful tool for students in understanding difficult questions thus boosting their confidence. Using the RD Sharma solutions students can learn new methods of solving a particular problem in a relatively lesser amount of time to improve their performance in Class 11 Math exam. These solutions have been designed after extensive research on each question and their problem-solving methods.

FAQs on RD Sharma Class 11 Solutions Chapter 19 - Arithmetic Progressions (Ex 19.1) Exercise 19.1

1. Where can I find useful study resources for Class 11 Math Arithmetic Progression Exercise 19.1?

You can find everything you need on the Vedantu app or website. These resources are created by professionals in the field and the content is accurate and reliable. Students can find revision notes, important questions, question papers, and a whole lot more! These study materials are completely free and there is no cost involved. All students have to do is sign in and then you will be able to download what you want in pdf format. You can take advantage of these free resources that will surely help you ace your exams.

2. Why is studying from the RD Sharma book essential for Class 11 Chapter 19?

RD Sharma is well designed keeping in mind the needs of Class 11 students. The book follows the latest CBSE syllabus. Hence, the content given in the book is sufficient while preparing for Class 11 exams. It explains concepts in a clear and easy to understand method. It is the best when it comes to strengthening your basics and fundamentals. It has numerous solved examples and exercises that add to a student’s learning. The book covers everything that can be asked in the exam. Hence, students are advised to study from the RD Sharma book.

3. Is it necessary to solve all the questions of exercises 19.1 of RD Sharma Chapter 19 Arithmetic Progression?

It is always better to solve all the chapter exercises as these give you practice. Math is not a subject that you can just read or memorize. It requires hard work and practice. RD Sharma has a number of examples and exercises after every section. After going through each section, go through the solved examples and understand them completely. Then move on to the exercises and try to solve them. There are chances of the same questions coming in the examination so students are advised to practice the sums in the exercises well.  

4. How to score well in Class 11 Math with RD Sharma book?

Practicing Math is the only way to score well in Class 11 Math. Solve all the chapter exercises. This will improve your problem-solving ability and improve your speed and efficiency. You can make notes of important formulas, definitions, and equations in a notebook and revise them regularly. Solve sample papers and question papers of previous years within a time limit. This will get you familiar with the paper pattern, question type as well as improve your time management skills. Revise regularly so that you’re able to retain all you’ve studied for a longer period. 

5. What is the concept of Arithmetic Progression discussed in Chapter 19 of RD Sharma for Class 11 Math?

Progression can be defined as a sequence in which the terms maintain a specific pattern. In Arithmetic Progression, there are two consecutive terms and their difference is constant. For example, 2, 4, 6, 8 is an arithmetic progression because it maintains a constant difference of 2. To understand these concepts in a better way, students should refer to the RD Sharma Solutions designed for the Class 11 students. The book has more than enough study material, and studying from it will help students in understanding the chapter better.