Data Sufficiency is a very important part of almost all the competitive exams, so you cannot take the risk of skipping it. Data Sufficiency uses direct and indirect knowledge of Mathematical concepts. In this article, we are going to discuss the approach we should follow while solving Data Sufficiency questions. Questions on Data Sufficiency are generally asked in the data interpretation section. Let us learn the concept and approach for solving Data Sufficiency questions.

- Data Sufficiency means you need to check whether the data given in the two statements is sufficient to answer the question asked or not. You need to find a unique answer to the question asked. More than one answer is not allowed.

- First of all you need to read the directions of a particular Data Sufficiency question very carefully as examiner can change the directions and even after solving all the questions correctly you mark the wrong answers.
- You need to remember the steps involved in solving a particular Data Sufficiency question and follow them in this particular order:
**Do not make any assumptions**while solving Data Sufficiency questions.

Mark (1) if the question can be answered by A alone but cannot be answered by B alone

Mark (2) if the question can be answered by B alone but cannot be answered by A alone

Mark (3) if the question cannot be answered by A or B alone but can be answered by combining the two statements.

Mark (4) if the question can be answered by A alone and B alone

Mark (5) if the question cannot be answered by A or B alone and cannot be answered even by combining the two statements.

Mark (2) if the question can be answered by B alone but cannot be answered by A alone

Mark (3) if the question cannot be answered by A or B alone but can be answered by combining the two statements.

Mark (4) if the question can be answered by A alone and B alone

Mark (5) if the question cannot be answered by A or B alone and cannot be answered even by combining the two statements.

A : x^{2} = 64

B. x^{3} = 512

As this is a unique solution, so the

A : 3x - 12 = 12

B. 2x + 16 = 24

Solution: If we follow the steps of solving a Data Sufficiency question, from statement A; we get the value of x as 8. This statement is sufficient to answer the question as we are getting a unique answer as "No".

- Karnal is 130 km from Chandigarh.
- Delhi is 120 km from Karnal.

But, this answer is based on

Even if it is given that these 3 cities are in straight line, still we have 2 possible answers to this question, even after combining the two statements i.e 250 km and 10 km.

Since, we are not getting any unique answer even after combining the two statements, so

**In this article, you learned the step by step approach to solve the Data Sufficiency questions. Do remember the process to solve a data sufficiency question and then solve it systematically.****Besides learning this approach, you should solve variety of questions to get exposure to different kind of Data Sufficiency questions. This is a very important area and is frequently asked in almost every competitive exam.**