GMAT Integrated Reasoning Practice: Sample Questions and Prep Tips

QuestioningOn one section of the GMAT, you’ll encounter Integrated Reasoning questions. These questions test your ability to solve problems using several forms of data. Though you’ve found plenty of advice on studying for the GMAT, you may feel a little concerned about these particular questions. Consider some information about the nature of these questions, then learn how to prep for them with our help.

Take a Timed Practice Test
One way you can get GMAT Integrated Reasoning practice is to take a timed practice test. When you take the entire test or a set of GMAT Integrated Reasoning practice questions, you get an idea of what to expect on test day. More importantly, your results will reveal which skills need improvement.

Timing yourself is an important factor when taking a practice test. You get just 30 minutes to complete the 12 Integrated Reasoning questions on the GMAT. Establishing a reasonable testing pace can lower your stress level and help you to finish all of the questions in the allotted time. At Veritas Prep, we have a free GMAT test that you can take advantage of for this purpose.

Get Into the Mindset of a Business Executive
Taking the GMAT is one of the steps necessary on your path to business school, so it makes perfect sense that the GMAT gauges your skills in business. One of the best prep tips you can follow is to complete all GMAT Integrated Reasoning sample questions with the mindset of a business executive. Think of the questions as real-life scenarios that you will encounter in your business career. Taking this approach allows you to best highlight your skills to GMAT scorers.

Become Familiar With the Question Formats
As you tackle a set of GMAT Integrated Reasoning sample questions, you’ll see that there are a few different question formats – Graphics Interpretation, Two-Part Analysis, Multi-Source Reasoning, and Table Analysis are the different types of questions on the GMAT.

The Graphics Interpretation questions feature a chart, graph, or diagram. For instance, you may see a question that features a bar chart that asks you to answer two questions based on the data in the chart. Other graphics you may see include scatterplots, pie charts, bubble charts, and line charts.

Two-Part Analysis problems involve a chart with three columns of data and accompanying questions. One tip to remember about these questions is that you have to answer the first question presented before you tackle the second one because the answers will work together in some way. Multi-Source Reasoning questions contain a lot of data. These questions test your ability to combine the data contained in different graphs, formulas, and diagrams to arrive at the correct answer choice. Table Analysis questions ask you to look at a table that may contain four or more columns of data. You have to examine this data closely to answer the questions.

Practice Working With Different Types of Graphs and Diagrams
Effective GMAT Integrated Reasoning practice involves learning the details about the different types of graphs, charts, and diagrams featured on the test. Financial magazines and newspapers are great resources for different graphics that you may see on the GMAT. Take some time to make sure you understand the purpose behind various graphs and charts so you feel at ease with them on test day.

Work With a Capable Tutor
When studying for the section on Integrated Reasoning, GMAT practice questions can be very useful. Another way to boost your preparation for this section is to partner with an experienced tutor. The instructors at Veritas Prep follow a thorough GMAT curriculum as they prep you for Integrated Reasoning questions as well as the other questions on the exam. We provide you with proven test-taking strategies and show you how to showcase what you know on the GMAT. With our guidance, you can move through each section of the test with confidence.

The professional tutors at Veritas Prep have the skills and knowledge to prepare you for the section on Integrated Reasoning. GMAT questions in all of the sections are easier to navigate after working through our unique GMAT curriculum. We offer both online and in-person courses, so you can choose the option that best suits your schedule. Contact our offices today and get first-rate prep for the GMAT!

Getting ready to take the GMAT? We have free online GMAT seminars running all the time. And, be sure to follow us on FacebookYouTubeGoogle+, and Twitter!

Quarter Wit, Quarter Wisdom: Linear Relations in GMAT Questions

Quarter Wit, Quarter WisdomWe have covered the concepts of direct, inverse and joint variation in previous posts. Today, we will discuss what we mean by “linearly related”. A linear relation is one which, when plotted on a graph, is a straight line. In linear relationships, any given change in an independent variable will produce a corresponding change in the dependent variable, just like a change in the x-coordinate produces a corresponding change in the y-coordinate on a line.

We know the equation of a line: it is y = mx + c, where m is the slope and c is a constant.

Let’s illustrate this concept with a GMAT question. This question may not seem like a geometry question, but using the concept of linear relations can make it easy to find the answer:

A certain quantity is measured on two different scales, the R-scale and the S-scale, that are related linearly. Measurements on the R-scale of 6 and 24 correspond to measurements on the S-scale of 30 and 60, respectively. What measurement on the R-scale corresponds to a measurement of 100 on the S-scale?

(A) 20
(B) 36
(C) 48
(D) 60
(E) 84

Let’s think of the two scales R and S as x- and y-coordinates. We can get two equations for the line that depicts their relationship:

30 = 6m + c ……. (I)
60 = 24m + c ……(II)

(II) – (I)
30 = 18m
m = 30/18 = 5/3

Plugging m = 5/3 in (I), we get:

30 = 6*(5/3) + c
c = 20

Therefore, the equation is S = (5/3)R + 20. Let’s plug in S = 100 to get the value of R:

100 = (5/3)R + 20
R = 48

48 (answer choice C) is our answer.

Alternatively, we have discussed the concept of slope and how to deal with it without any equations in this post. Think of each corresponding pair of R and S as points lying on a line – (6, 30) and (24, 60) are points on a line, so what will (r, 100) be on the same line?

We see that an increase of 18 in the x-coordinate (from 6 to 24) causes an increase of 30 in the y-coordinate (from 30 to 60).

So, the y-coordinate increases by 30/18 = 5/3 for every 1 point increase in the x-coordinate (this is the concept of slope).

From 60 to 100, the increase in the y-coordinate is 40, so the x-coordinate will also increase from 24 to 24 + 40*(3/5) = 48. Again, C is our answer.

Getting ready to take the GMAT? We have free online GMAT seminars running all the time. And, be sure to follow us on FacebookYouTubeGoogle+, and Twitter!

Karishma, a Computer Engineer with a keen interest in alternative Mathematical approaches, has mentored students in the continents of Asia, Europe and North America. She teaches the GMAT for Veritas Prep and regularly participates in content development projects such as this blog!