Mathematical topics that always seem to show up on the GRE.

The GRE questions all follow the same format, so after practising with them a few times, you’ll be able to finish them as quickly as possible.

Many students who take the GRE don’t put in the effort to fully prepare for the math section. They think it will be a waste of their time or that they aren’t up to the challenge. The more you study for the GRE, the more at ease you’ll feel with the questions, allowing you to make wiser choices.

Let’s cut to the chase!

During the GRE General Test, you’ll encounter four different kinds of problems related to quantitative reasoning:

Questions Requiring Quantitative Analysis and Comparison
Choice-Based Questions The Question Is: Which Of These Is the Correct Response?
Choice-Based Questions Click on a Choice that Best Fits Your Answer Needs
Answers Are Numbers

Mathematical Comparison: a Recurring Topic on the GRE

In quantitative comparison questions, you’ll be asked to draw parallels between two numbers, “A” and “B.”

The goal is to examine the data from both charts and decide which of the following assertions best characterises the connection between them:

It’s clear that A is a larger number than B.
Compare and contrast, B is a larger number than A.
The two sums are equivalent.
Given the available data, we are unable to determine the existence of the association.

Inquiry #1

For the last x days, the average (arithmetic mean) high has been 70 degrees. Just one day with a high of 75 degrees raises the average to 71 degrees.

True or false: B has a larger quantity

The sum of the highest temperatures experienced over a given number of days is equal to 70 degrees if the average high temperature for those days is 70 degrees.

So, adding together all the extreme temperatures yields a result of 70x + 75 (including the additional day with a temperature of 75 degrees).

Follow it up by plugging x into the average formula:

Inquiry No. 2

The numbers a and b are both whole numbers.

a 2 = b 3

It’s clear that A is a larger number than B.
Compare and contrast, B is a larger number than A.
The two sums are equivalent.
Given the available data, we are unable to determine the existence of the association.
Answer- (D) (D) We lack sufficient information to determine the nature of the association.


Substitute new values for a and b such that a 2 Equals b 3, for example, a = 8 and b = 3.

82 = 43 = 64 is the solution to the equation. In this situation, A is a larger quantity than B.

Since Option (B) is not always greater than Option (C) and the two amounts are not always equal, we can eliminate them.

Next, try your hand at some different calculations. Choose the second set of integers in a way that is less common, such as by setting a = b = 1.

These numbers are also a solution to the equation posed by the problem. But in this case, the figures balance out.

Given that Quantity A is not necessarily the larger option, we can eliminate Option (A).

Here’s the right response: (D)

Standardized Test Math Questions (Majority Multiple Choice)

Choose one response from the five options provided.

One flower shop specialises in nothing but roses and lilies. The number of roses sold in March was double the number of lilies sold in the same month. The number of roses sold in April was double that of March, and the number of lilies sold was three times that of March.
How many roses did the shop sell in March if the sum of all flowers sold in March and April was 500?

(A) 80

(B) 100

(C) 120

(D) 160

(E) 180

One hundred correct answers is option (B).


Choose the middle answer and fill in the blanks.

Data Entry: Common GRE Math Questions

Inquiry #1

Rahul gets paid a base wage of $2,500 per month and a commission of 10.5% of his monthly sales. How much business did Rahul do that month to make $3,025?
The correct number is five thousand:

If Rahul made $3,025, then he would receive $525 in commission, or 25% of $3,025. A sum of $525 represents 10.5% of his total sales. The sum of sales can be calculated with the following formula.

The Numeric GRE A: x = 5,000

Inquiry No. 2

In a recent dog show, the top five were chosen from among many worthy competitors. There was a “Best in Show” winner and a “Honorable Mention” winner.
How many distinct ways are there to hand out the two trophies?

What is the correct answer?

A sense of order is essential at the moment. Best in Show might go to any one of the five finalists. There are only four possible “Honorable Mention” dogs because each one must be different. There are therefore 20 possible outcomes, or 54, or 20 choices.


The key to fixing your math problems on the GRE is to understand where you went wrong. Have you had trouble grasping concepts related to data interpretation? Or perhaps you’re having trouble keying in numbers.
At first, you may find this procedure frustrating. To avoid missing similar problems in the future, it is important to force yourself to work out the solution rather than going directly to check an explanation for a particular issue during GRE math practise.
There is a possibility that doing math drills for the GRE will help you succeed. To improve your GRE score, this is your best (and sometimes only) option.
To that end, we offer our sincere appreciation for reading this site. Leave a comment and tell us what you think! If you still have questions, please don’t hesitate to contact us.

Leave a Comment

Your email address will not be published. Required fields are marked *