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https://s3.eu-central-1.amazonaws.com/ultramsgmedia/2025/7/104644/29c1febff6c9b1eb40f7941fce4cd10d Great! After doing this as well I want your help in understanding how to approach questions like these

70% of students took Strategy, it is not possible for more than 70% of students to have taken all five electives. Therefore, maximum possible-70%, x=70%

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The total percentage sum of students taking at least one elective in each subject is 90% + 95% + 80% + 70% + 85% = 420% The minimum possible percentage who took all five electives occurs when overlaps are minimized. So, students may be split across these groups such that very few (possibly none) take all five. The minimum number is given by: Minimum % of students who could have taken all five = = (Sum of percentages - 400%) = 420% - 400% = 20%

Build your Quant foundation through application, not by rereading theory. Focus on solving, not just watching or reading. Start by writing down key data or clues from the question. Organizing helps clarity. Begin solving from what you know. Don’t try to “see” the whole path upfront — move one logical step at a time. Practice untimed first. Focus on understanding the question structure and improving accuracy before adding pressure. Stop reading solutions too soon. Try each question on your own for at least 3–4 minutes. Even partial attempts build thinking power.

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