{"id":11607,"date":"2016-06-24T21:37:29","date_gmt":"2016-06-24T21:37:29","guid":{"rendered":"http:\/\/www.manhattanprep.com\/gmat\/?p=11607"},"modified":"2019-09-05T15:59:45","modified_gmt":"2019-09-05T15:59:45","slug":"gmat-data-sufficiency-follow-your-process-part-1","status":"publish","type":"post","link":"https:\/\/www.manhattanprep.com\/gmat\/blog\/gmat-data-sufficiency-follow-your-process-part-1\/","title":{"rendered":"GMAT Data Sufficiency: Follow Your Process (Part 1)"},"content":{"rendered":"<p><strong><em><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-full wp-image-11610\" src=\"\/\/www.manhattanprep.com\/gmat\/wp-content\/uploads\/sites\/18\/2016\/06\/6-24-2016-blog-2.png\" alt=\"Manhattan Prep GMAT Blog - GMAT Data Sufficiency: Follow Your Process Part 1 by Stacey Koprince\" width=\"676\" height=\"264\" srcset=\"https:\/\/www.manhattanprep.com\/gmat\/wp-content\/uploads\/sites\/18\/2016\/06\/6-24-2016-blog-2.png 676w, https:\/\/www.manhattanprep.com\/gmat\/wp-content\/uploads\/sites\/18\/2016\/06\/6-24-2016-blog-2-300x117.png 300w\" sizes=\"auto, (max-width: 676px) 100vw, 676px\" \/>Did you know that you can attend the first session of any of our online or in-person GMAT courses absolutely free? We\u2019re not kidding! <a href=\"https:\/\/www.manhattanprep.com\/gmat\/classes\/?utm_source=manhattanprep.com%2Fgmat%2Fblog&#038;utm_medium=blog&#038;utm_content=GMAT%20Complete%20Courses%20Plug&#038;utm_campaign=GMAT%20Blog\">Check out our upcoming courses here<\/a>.<\/em><\/strong><\/p>\n<hr \/>\n<p>Data Sufficiency problems are fantastic because you can avoid doing lots of math calculations! Data Sufficiency problems are really annoying because they\u2019re so tricky; it\u2019s very easy to fall into a trap. <img decoding=\"async\" class=\"wp-smiley\" src=\"\/\/www.beatthegmat.com\/mba\/wp-includes\/images\/smilies\/icon_sad.gif\" alt=\":(\" \/><\/p>\n<p>So how do we take advantage of the benefits of DS without falling prey to the test-writer\u2019s tricks?<!--more--><\/p>\n<p>Try this GMATPrep\u00ae problem from the free problem sets and then we\u2019ll talk!<\/p>\n<blockquote><p>\u201c*If both <i>x <\/i>and <i>y<\/i> are nonzero numbers, what is the value of \u00a0<img decoding=\"async\" title=\"y\/x\" src=\"\/\/www.beatthegmat.com\/mba\/wp-content\/plugins\/wpmathpub\/phpmathpublisher\/img\/math_985_decfe7120ddd12b9efe0fb5e06743c33.png\" alt=\"y\/x\" \/>?<\/p>\n<p>\u201c(1) <i>x<\/i> = 6<\/p>\n<p>\u201c(2) <img decoding=\"async\" title=\"y^2=x^2\" src=\"\/\/www.beatthegmat.com\/mba\/wp-content\/plugins\/wpmathpub\/phpmathpublisher\/img\/math_993_edde2fa6e45e9903141ba275d863ff13.png\" alt=\"y^2=x^2\" \/>\u201d<\/p><\/blockquote>\n<p>(Wondering where the answer choices are? I haven\u2019t put them here. If you haven\u2019t done enough DS to know what the answer choices are already, then don\u2019t start with this article. <a href=\"\/\/www.manhattanprep.com\/gmat\/blog\/2013\/01\/24\/how-data-sufficiency-works\/\" target=\"_blank\">Start here<\/a>.)<\/p>\n<p>Got your answer? Okay, let\u2019s get started.<\/p>\n<p><a href=\"\/\/static.blog.beatthegmat.com\/mba\/files\/2015\/04\/228-Q-Process-1.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-full wp-image-103180\" src=\"\/\/static.blog.beatthegmat.com\/mba\/files\/2015\/04\/228-Q-Process-1.png\" alt=\"Glance Read Jot\" width=\"190\" height=\"151\" \/><\/a><\/p>\n<p>Glance at the problem. It\u2019s DS! Draw a T on your scrap paper and jot down the relevant info as you read. Also note that the information looks pretty straightforward in both the question stem and the statements\u2026so work methodically. Don\u2019t get sloppy and make a careless mistake.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" alt=\"\" width=\"322\" height=\"192\" \/><\/p>\n<p>Now what? You could go straight to the statements and start working, but reflect a moment.<\/p>\n<p><a href=\"\/\/static.blog.beatthegmat.com\/mba\/files\/2015\/04\/228-Q-Process-2.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-full wp-image-103186\" src=\"\/\/static.blog.beatthegmat.com\/mba\/files\/2015\/04\/228-Q-Process-2.png\" alt=\"Reflect Organize\" width=\"206\" height=\"165\" \/><\/a><\/p>\n<p>What <i>would<\/i> be sufficient to answer that question?<\/p>\n<p>If they tell me the values for<i> x<\/i> and <i>y<\/i> individually, then I can answer the question. Or if they tell me the value of the quantity or combination <img decoding=\"async\" title=\"y\/x\" src=\"\/\/www.beatthegmat.com\/mba\/wp-content\/plugins\/wpmathpub\/phpmathpublisher\/img\/math_985_decfe7120ddd12b9efe0fb5e06743c33.png\" alt=\"y\/x\" \/>, then I can also answer the question.<\/p>\n<p>Okay, let\u2019s do this.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"336\" height=\"184\" \/><\/p>\n<p>That first statement tells me <i>x\u00a0<\/i>\u2026 but nothing about <i>y<\/i>, either alone or in relation to <i>x<\/i>. That\u2019s not sufficient. What about the second one?<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" alt=\"\" width=\"342\" height=\"190\" \/>Careful! Trap number 1 is lurking. <i>Forget what you saw in statement (1).<\/i> It doesn\u2019t exist.<\/p>\n<p>Next, can you manipulate that equation? Let\u2019s see.<\/p>\n<p><img decoding=\"async\" title=\"y^2\/x^2=1\" src=\"\/\/www.beatthegmat.com\/mba\/wp-content\/plugins\/wpmathpub\/phpmathpublisher\/img\/math_978_958b52c6b3a762f88240fe5879417bc1.png\" alt=\"y^2\/x^2=1\" \/><br \/>\nDoes that mean that just plain\u00a0<img decoding=\"async\" title=\"y\/x\" src=\"\/\/www.beatthegmat.com\/mba\/wp-content\/plugins\/wpmathpub\/phpmathpublisher\/img\/math_985_decfe7120ddd12b9efe0fb5e06743c33.png\" alt=\"y\/x\" \/>\u00a0is also 1? Maybe. But not necessarily! Here\u2019s trap number 2.<\/p>\n<p>Either one of the base variables could be negative. For instance, <em>x<\/em> could be 3 and <em>y<\/em> could be -3. If so, then the answer would be \u20131, not +1. This one is really tempting, but it\u2019s not enough on its own. This statement is not sufficient.<\/p>\n<p>What happens when we put them together?<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"345\" height=\"249\" \/><\/p>\n<p>Finally, this one must be sufficient, right?<\/p>\n<p>Nope! This is trap #3. It\u2019s true that <i>x<\/i> = 6, but <i>y<\/i> could still be +6 or \u20136, so the answer is either 1 or \u20131. That\u2019s not sufficient; for a value question, there has to be just one answer.<\/p>\n<p><strong>The correct answer is (E)<\/strong>.<\/p>\n<p>The math on this problem is not super-advanced. The question is definitely a beautiful question though\u2014at least, from the point of view of the test writer. <img decoding=\"async\" class=\"wp-smiley\" src=\"\/\/www.beatthegmat.com\/mba\/wp-includes\/images\/smilies\/icon_smile.gif\" alt=\":)\" \/> They set two traps to steer you towards choice (B) and a third trap to steer you towards choice (C), all in a problem that looked pretty straightforward at first glance. Now imagine how mentally fatigued you\u2019re going to get as the test progresses and you can see how easy it might be to fall into one of these traps without even realizing it.<\/p>\n<p>Check back next time when we\u2019ll\u00a0add a few more process layers that are specific to DS.\u00a0?<\/p>\n<p><strong>Key Takeaways for Data Sufficiency:<\/strong><\/p>\n<p>(1) <i>Have a consistent process and stick to it.<\/i> The process I describe in this article is the one I use, but you don\u2019t have to use mine. Whatever you do use, just make sure that it clearly delineates the various steps you need to take and that you always follow the same steps, every time.<\/p>\n<p>(2) <i>Don\u2019t rush when you think something is easy!<\/i> Speed causes careless mistakes. When you know how to do something, make sure you get that point. Save rushing for the ones that are really hard! Chances are good that we\u2019ll get those wrong anyway; we might as well get them wrong faster.<\/p>\n<p>* GMATPrep\u00ae questions courtesy of the Graduate Management Admissions Council. Usage of this question does not imply endorsement by GMAC.<\/p>\n<hr \/>\n<p><em><strong>Can\u2019t get enough of Stacey\u2019s GMAT expertise? Attend the first session of one of <a href=\"https:\/\/www.manhattanprep.com\/gmat\/classes\/?utm_source=manhattanprep.com%2Fgmat%2Fblog&#038;utm_medium=blog&#038;utm_content=KoprinceCoursesLinkGMATBlog&#038;utm_campaign=GMAT%20Blog#instructor\/86\">her upcoming GMAT courses<\/a> absolutely free, no strings attached. Seriously.\u00a0<\/strong><\/em><\/p>\n<hr \/>\n<p><a href=\"https:\/\/www.manhattanprep.com\/instructors\/stacey-koprince\/?utm_source=manhattanprep.com%2Fgmat%2Fblog&#038;utm_medium=blog&#038;utm_content=KoprinceBioLinkGMATBlog&#038;utm_campaign=GMAT%20Blog\" target=\"_blank\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-9719 size-thumbnail\" src=\"https:\/\/cdn2.manhattanprep.com\/gmat\/wp-content\/uploads\/sites\/18\/2015\/06\/stacey-koprince-150x150.png\" alt=\"stacey-koprince\" width=\"150\" height=\"150\" \/><\/a><em><strong><a href=\"https:\/\/www.manhattanprep.com\/instructors\/stacey-koprince\/?utm_source=manhattanprep.com%2Fgmat%2Fblog&#038;utm_medium=blog&#038;utm_content=KoprinceBioLinkGMATBlog&#038;utm_campaign=GMAT%20Blog\" target=\"_blank\">Stacey Koprince<\/a> is a Manhattan Prep instructor based in Montreal, Canada and Los Angeles, California.<\/strong> Stacey has been teaching the GMAT, GRE, and LSAT \u00a0for more than 15 years and is one of the most well-known instructors in the industry. Stacey loves to teach and is absolutely fascinated by standardized tests. <a href=\"https:\/\/www.manhattanprep.com\/gmat\/classes\/?utm_source=manhattanprep.com%2Fgmat%2Fblog&#038;utm_medium=blog&#038;utm_content=KoprinceCoursesLinkGMATBlog&#038;utm_campaign=GMAT%20Blog#instructor\/86\">Check out Stacey\u2019s upcoming GMAT courses here<\/a>.<\/em><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Did you know that you can attend the first session of any of our online or in-person GMAT courses absolutely free? We\u2019re not kidding! Check out our upcoming courses here. Data Sufficiency problems are fantastic because you can avoid doing lots of math calculations! Data Sufficiency problems are really annoying because they\u2019re so tricky; it\u2019s [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[15,873,929,52871,8],"tags":[52873],"yst_prominent_words":[],"class_list":["post-11607","post","type-post","status-publish","format-standard","hentry","category-data-suff","category-for-current-studiers","category-gmat-prep","category-gmat-strategies","category-quant-on-gmat","tag-follow-your-process"],"_links":{"self":[{"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/posts\/11607","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/comments?post=11607"}],"version-history":[{"count":5,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/posts\/11607\/revisions"}],"predecessor-version":[{"id":11614,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/posts\/11607\/revisions\/11614"}],"wp:attachment":[{"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/media?parent=11607"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/categories?post=11607"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/tags?post=11607"},{"taxonomy":"yst_prominent_words","embeddable":true,"href":"https:\/\/www.manhattanprep.com\/gmat\/wp-json\/wp\/v2\/yst_prominent_words?post=11607"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}