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The Breakdown: GMAT Data Sufficiency
By QS Contributor
Updated UpdatedThe Quantative section of the GMAT includes 37 questions grouped into two categories: problem solving and data sufficiency. The latter and more ominous of the two, data sufficiency is designed to measure your ability to:
Data Sufficiency Questions Have Two Statements
Data sufficiency questions are accompanied by some initial information and two statements, labeled (1) and (2). The two statements lay out possible conditions. You must decide whether the statements given offer enough data to enable you to answer the question.
Data Sufficiency questions are not about the actual solution, but deciding whether a solution can be derived in the first place. It is important to analyze each statement independently . In other words, you cannot mix the information from one statement with the other.
There are Two Types of Data Suffiency Questions
There are two common types of data sufficiency questions:
In a close-ended question, you can judge whether each statement is sufficient by determining if its answer is "always Yes" or "always No". A statement is insufficient if its answer is sometimes Yes or sometimes No.
In an open-ended question, you can judge whether each statement is sufficient by determining if its answer results in a single value. A statement is insufficient if its answer leads to a range of values, instead of a specific value.
There are Five Possible Data Sufficiency Answers
The answer choices are always the same; by the time you get to the test and have done enough practice problems, you will not even have to look at the answers if the question is of the data sufficiency variety.
Three Questions You Must Ask
One Data Sufficiency Practice Problem
If a real estate agent received a commission of 6 percent of the selling price of a certain house, what was the selling price of the house?
(1) The selling price minus the real estate agent’s commission was $84,600.
(2) The selling price was 250 percent of the original purchase price of $36,000.
From (1) we know that $84,600 is 94% (100% - 6%) of the selling price, and thus the selling price, $84,600 / 0.94, can be determined. Therefore (1) alone is sufficient. While from (2) it follows that the selling price is 2.5($36,000). Thus, (2) alone is sufficient. The best answer is the fourth choice.
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About Heather Simon
Heather Simon graduated from Skidmore College, a top liberal-arts institution in Saratoga Springs, with a degree in Studio Art and a minor in English. She works as an academic director at Manhattan Elite Prep, all-the-while pursuing an MFA in Creative Writing and Literary Translation. At MEP, like all of her colleagues, she wears a number of hats and spends her days in front of multiple computer screens. Some of her responsibilities include coordinating test prep courses and tailoring private tutoring packages for individual students; designing course material; and social media and marketing.
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