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...for what may lead to a life altering association!
Use a three-set Venn diagram correctly: write each set’s total outside its circle, place the triple intersection first, then fill pairwise overlaps and single regions. Put none outside all circles. Finally, verify with the headcount. With the diagram complete, answer follow-ups directly with calm accuracy.
When three sets are involved in a problem, the scenarios get very interesting. Numbers overlap in unexpected ways, and unless you structure the information properly, errors are easy to make. The best way to handle such cases is through a clean three-circle Venn diagram. Write the totals outside each circle first, then carefully place the overlap values, starting with the most crucial element: all three sets together. Once this is positioned, the rest begins to fall into place. Every other region – pairs, singles, and those outside – can then be filled logically. With the diagram complete, all follow-up questions become simple. Instead of juggling numbers in your head, you rely on a visual structure that ensures no detail is lost. By mastering this approach in GMAT preparation and reinforcing it with GMAT practice tests, you can confidently tackle set-based problems that initially look intimidating.
Three-set problems build upon the two-set logic, but the diagram requires more careful placement. Totals for each set are written outside the circles. The most important region is the intersection of all three sets. This must be filled first before moving outward to pairs and individual sets. The final step is to account for those who fall outside all three.
Q. In a group of 150, 70 speak English, 90 speak Hindi, and 50 speak French. If 10 speak all the languages, 40 speak English & Hindi, 30 speak French & Hindi, and 25 speak English & French, how many speak…
With the diagram ready, every question can be answered clearly.
Only English is 15.
Only Hindi is 30.
Only French is 5.
Only English and Hindi is 30.
Only French and Hindi is 20.
Only English and French is 15.
None of the three is 25.
Exactly two of the three is 65.
At most one of the three is 75.
At least two of the three is 75.
Once you draw the Venn correctly, even complex problems simplify into manageable steps. The test does not challenge your memory here as much as your ability to structure information. By making the structure your habit through consistent GMAT simulation, you can secure points on a topic that many students fumble on test day.
Clarity in three circles is a quiet lesson for life. Place the totals with care, honor what unites all three first, then move outward with patience. The same rhythm steadies choices beyond the test, whether you are shaping goals, weighing tradeoffs, or charting a meaningful MBA application process. Begin with your core, reconcile overlaps with honesty, name what is uniquely yours, and release what does not fit. A tidy diagram, a firm headcount, and one calm review build trust in your thinking. Keep returning to this order; it turns complex moments into clear, confident steps.