Arithmetic Progression

Arithmetic progression, or arithmetic sequence, is a numerical series in which the difference between consecutive terms is constant. Arithmetic progression problems require students to identify the next or missing term.

Concepts

Formulas

Practice Questions

Real-Life Applications of Arithmetic Progression

Real-life examples where the concepts of Arithmetic Progression is involved are:

Application 1:

When you are at a bus stop waiting for a bus. Provided that traffic moves at a steady speed, you can estimate when the next bus will arrive.

Application 2:

A taxi ride has an arithmetic progression as well. When you take a taxi, you will be charged an initial fee followed by a per hour or per kilometre charge.

Application 3:

If two individuals approach a spot at periodic intervals and the periods differ, we can estimate whether they will cross and at which time.

Arithmetic Progression Aptitude Resources

The resources mentioned below can help you with your Arithmetic Progression aptitude preparation.

1. Concepts

Learn important concepts related to Arithmetic Progression. Once you begin comprehending what has to be assessed, you develop a better understanding of the nature of the questions.

2. Formulas

Learn important formulas linked to the Arithmetic Progression problems that can help you answer the questions quickly and develop a greater understanding of the concepts.

3. Practice Problems

Practice sample problems related to the Arithmetic Progression topic. A candidate is more likely to comprehend the concept and improve their speed and precision the more questions they practice.

FAQsFAQs

How important is Arithmetic Progression topic in placement examinations?

Arithmetic Progression topic carry low weightage in the Quantitative Aptitude examinations.

Is Arithmetic Progression difficult to learn?

No, Arithmetic Progression topic is not difficult to understand. Students must practice Arithmetic Progression on a daily basis and memorise formulas to address the problems accurately. Students must also learn different shortcuts & tricks to improve their solving speed.

What is the fastest and most effective way to learn the Arithmetic Progression topic?

Students must understand the foundations and formulas of Arithmetic Progression. They should be informed of the shortcuts and tricks for various types of questions on the topic. They must practice on a daily basis before taking a weekly mock exam.