If you’re like most students, you probably struggle with the GRE’s time constraints, and you probably have difficulties with probability questions.

Great! In this article, we’ll examine how probability questions can provide you with a convenient opportunity to make up lost time.

To set this up, please consider the following scenario:

*It’s test day, and halfway through one of the math sections, you find that you’re 2 minutes behind.*

At this point, you have two options:

1) Work faster on the remaining questions (and risk making careless mistakes)

2) Guess on one of the questions and immediately make up the lost time (but risk guessing the wrong answer)

Both options are less than ideal, but I’ll argue that option #2 is better than option #1, especially if you encounter a probability question.

To illustrate this, answer the following question within 20 seconds:

**From a group of 5 managers (Joon, Kendra, Lee, Marnie and Noomi), 2 people are randomly selected to attend a conference in Las Vegas. What is the probability that Marnie and Noomi are both selected?**

**(A) 0.1**

**(B) 0.2**

**(C) 0.25**

**(D) 0.4 **

**(E) 0.6**

If you’ve already identified probability as one of your weaknesses, and if you typically fall behind time-wise, this question is a gift. You should be able to eliminate 2 or 3 answer choices and make an educated guess within seconds of reading the question.

The elimination strategy relies on the fact that most people have an innate ability to judge the relative likelihood of an event. So, for the Las Vegas question above, you can use your intuition to eliminate answer choices that just don’t *feel* right.

To begin, you might ask, “Is the probability of selecting Marnie and Noomi greater than 0.5 or less than 0.5?” If it feels less than 0.5 (which it is), you can eliminate E. Of course, you’ll want to eliminate more than 1 answer choice, so you’ll need to be more aggressive. You might ask, “Does the event seem *very* unlikely or a *little* unlikely? Your answer will allow you to eliminate additional answer choices.

If you feel that the probability seems very unlikely, you might eliminate C, D and E, leaving yourself with a good chance of guessing the correct answer (all within seconds of reading the question). If you’re less aggressive, you might eliminate just D and E. That’s still fine. Remember that the goal here is not to ensure that you correctly answer the question; the goal is to make up your 2 minutes and maximize your chances of guessing the correct answer.

Please note that this guessing strategy can also be used if you typically run out of time on the math sections, and you need a way to give yourself a buffer. Just remember that probability questions are the best for this (counting questions are pretty good, too).

To illustrate how GRE probability questions are better than other question types for guessing, try answering this next question within 20 seconds:

**Gita is 12 years older than Harvey. In 4 years, Gita will be twice as old as Harvey. How old will Harvey be in 3 years? **

**(A) 5**

**(B) 11**

**(C) 15**

**(D) 19 **

**(E) 23**

Although this question a little easier than the Las Vegas question, it’s a bad candidate for guessing (and recapturing lost time), since we really can’t use our intuition to legitimately eliminate answer choices.

In my next article, I’ll talk more about how we can further eliminate answer choices in probability questions before we guess. In that article, I plan to continue discussing the Las Vegas question, so I won’t tell you the answer just yet. I will, however, tell you that the answer to the Gita/Harvey question is B.

#### Special Note:

To find out where probability sits in the “big picture” of GRE Quant, and what other Quant concepts you should study, check out our post entitled:

What Kind of Math is on the GRE? Breakdown of Quant Concepts by Frequency