Data Interpretation For IBPS RRB Exam, Check Important Questions

Data Interpretation for IBPS RRB Exam: Data interpretation (D) is one of the toughest yet one of the most expected, most scoring, and time-consuming topics in the quantitative aptitude section. IBPS RRB Exam invites different types of questions from this topic. Aspirants who have started preparing for the IBPS RRB Exam should start mastering this topic to maximize their overall score. Therefore, aspirants who are looking for Data Interpretation questions IBPS RRB Exams are in the right place. Here you’ll not only get the best and the simplest tips needed to master this part of the exam but will also get sample questions with solutions. The different types of questions that you can face in the exam will be Table-based, Line Graph, Bar Graph, Pie Chart, Missing data types, caselet type, and more.

In this blog, we’ll provide you with the best tip and tricks needed to master Data Interpretation for IBPS RRB Exam along with the samples.

Types of Data Interpretation Questions

The difficulty level of data interpretation is different for preliminary to mains exams. We have discussed the important types of Data Interpretation for IBPS RRB Exam that are common to both phases of the exam. In the mains phase, arithmetic data interpretation (DI) contains questions on time and work, TSD (time, speed and distance), ratio and proportion, profit and loss, investment, and more. Therefore, you need to master the concepts of data interpretation to sharpen your DI skills.

Given below are some important topics for Data Interpretation for IBPS RRB Exam:

1. Line graphs
2. Bar graph
3. Pie Chart
4. Table D
5. Caselet

Given below is a table that describes the important types of Data Interpretation for IBPS RRB Exam and a trick for solving each type:

Tips for Maximizing Your Score in the IBPS RRB Exam by Mastering DI

With practice and understanding you can master Data Interpretation for IBPS RRB Exam. While practicing different types of questions, you should set a timer and aim at improving your speed and along with accuracy. Given below are some simple yet effective tips that will help you master Data Interpretation for IBPS RRB Exam.

1. Understand the Basics: know different types of formats for DI, like line graphs, bar graphs, pie charts, tables, and caselets. Learn to interpret data quickly and accurately.

2. Practice Regularly: Practice is essential. Solve a different typed of DI questions from previous years’ papers. Also, take mock tests and try to improve your timing and accuracy while solving DI questions. Solve easy questions first and then do for hard ones. Regular practice will improve your performance and build confidence and proficiency.

3. Improve Calculation Speed: Practice mental math techniques and practice shortcuts for quick calculations.Use approximation methods where exact values are not required.

4. Improve Accuracy: Avoid misinterpretation of date by reading the questions and data carefully. Always check your calculations and interpretations twice to make sure they are accurate.

5. Develop Analytical Skills: Analyze patterns, trends and relationships in the data. Practice to master the art of drawing logical conclusions based on the given data.

6. Time Management:  Invest a specific amount of time to each DI question or set of questions. Moreover, focus on questions based on your strengths and the marks allotted to them.

7. Use Elimination Technique: Master using the elimination technique for solving multiple-choice questions. Train your mind to remove clearly wrong/incorrect options to reduce the choices.Select the most appropriate answer by using use logical reasoning.

8. Revise Regularly and Learn: Review your mistakes properly and carefully and understand where you went wrong after practicing different types of questions.Learn from errors. This will help you avoid repeating those mistakes in the exam.

Data Interpretation For IBPS RRB Exam, Sample Questions For Practice

Directions: Answer the questions based on the information given below.

The pie-chart below shows the percentage distribution of the total number of girl participants in 6 different games.

Note1: Total number of girl participants in all the 6 games = 8400.

Note2: Total number of participants = Number of boy participants + number of girl participants.

Question 1: Find the difference between the number of girl participants in Chess and the number of girl participants in Long Jump.

A) 1092

B) 1056

C) 978

D) 1140

E) 1246

Question 2: If the total number of participants in basketball is 2979 then find the number of boy participants in basketball.

A) 1496

B) 1635

C) 1784

D) 1480

E) 1575

Question 3: If the number of boy participants in Kabaddi is 539, then find the ratio of number of girl participants in Kabaddi to the number of boy participants in Kabaddi.

A) 8:5

B) 9:7

C) 12:11

D) 10:7

E) 11:9

Question 4: Total number of girl participants in badminton is approximately what percentage of the total number of girl participants in table tennis?

A) 56%

B) 67%

C) 59%

D) 64%

E) 70%

Question 5: If the total number of participants in all the 6 games is 18000, then the total number of girl participants is what percent of the total number of boy participants in all the games together?

A) 85%

B) 90%

C) 87.5%

D) 82.5%

E) None of these

Solution 1: A)

Number of girl participants in chess = 22% of 8400 = 1848

Number of girl participants in Long Jump = 9% of 8400 = 756

Required difference = 1848 – 756 = 1092

Hence, option a.

Solution 2: B)

Number of girls participants in basketball = 16% of 8400 = 1344

Number of boys participants = 2979 – 1344 = 1635

Hence, option b.

Solution 3: C)

Number of girls participants in Kabaddi = 7% of 8400 = 588

Required ratio = 588:539 = 12:11

Hence, option c.

Solution 4: D)

Number of girl participants in badminton = 18% of 8400 = 1512

Number of girl participants in table tennis = 28% of 8400 = 2352

Required % = (1512/2352) × 100 ~ 64%

Hence, option d.

Solution 5: C)

Total number of boy participants = 18000 – 8400 = 9600

Required % = (8400/9600) × 100 = 87.5%

Hence, option c.

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