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To make your call on each statement, you will probably want to sort by a different column. By the way, if you have Excel experience, there is no “secondary sort” on IR. You can only sort by one column at a time. Re-sorting erases the effects of any previous sort. ) in one column that may seem redundant with another col­ umn. You may wonder why GMAT gives you ranks instead of just letting you sort and figure it out for yourself. That’s a good thing to wonder, because the presence of ranks means that you will have to infer something from the rank that isn’t shown.

If 60% of customers at the produce stand purchased fruit and 20% of fruit purchasers purchased bananas, what percent of customers did not purchase bananas? A casual reader might see “20% ... purchased bananas” and immediately decide that the answer must be 80%. However, the problem says that 20% of fruit pur­ chasers purchased bananas. Fruit purchasers are a subset of the total— only 60%. 12, or 12%. The answer is 100% - 12% = 88%, not 80%. Slow down when you read problems such as this one. Confirm what exactly you’re taking a percent of.

Now, you could add the percentages of all of the groups that do not have a bachelor’s, graduate, or professional degree. But that path is more time-consuming. Instead, add the two groups of people who actually have one of these degrees, and then subtract the result from 100%. M AN HATTAN GMAT Chapter 2 IRQuant 17% (bachelor’s) + 10% (graduate or professional) = 27% So 100% —27% = 73% do N O T have one of these degrees. Pick the last choice in the drop-down menu: Select... T 7% 16% 27% 59% 73% * This “1 - x” technique is helpful for fraction, percentage, and even probability problems.

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Business - Six Deadly Small Business Marketing Secrets by David Frey

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