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Tricks to approach minimum/maximum questions in Venn Diagrams
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Does the Venn Diagram questions with atleast, atmost, exactly, etc puzzles you? In this lesson, Chaitanya has covered all the tricky questions from the Venn Diagram which can potentially be asked in the countries toughest management exams. Ace the concepts of summation, overlapping and finding the missing elements of the Venn Diagram.

Chaitanya K
Graduated from IIM A

U
Unacademy user
Sir many of people now preferring to read the Indian express Instread of the hindu. I am confused which one should I read please tell me.
awsome video plzz upload some more lr for cat17....plzz cover all d topics..plzzz
Very good Chaitanya sir Thanks
Athletes who play at most one channel= "exactly one + who do not play any game" ??
Chaitanya K
3 years ago
"Atmost 1 game" implies maximum 1 game . An athlete can play maximum 1 game which means he can choose not to play any game or play 1 game==> "0 games+1 game".
very helpful simple & lucid...
  1. COURSE:LOGICAL REASONING LESSON VENN DIAGRAMS Presented By: Chaitanya


  2. About Me . MBA from IIMA Electronics and Software Engineer - 2Years Teaching Experience : 3 Years Course Fees: CONTRIBUTE Follow me on Unacademy: https://unacademy.in/user/chaitanyaunacademy Electronics and Communication Engineer httpslunacademy.inuserchaitanyaunacademy


  3. In Jamshedpur there are 3 different teams. 36 athletes play cricket, 46 athletes play khokho and 16 athletes play pokemon. 15 athletes play at least two games. 3 athletes play all games. Every athlete plays at least 1 game. Given: 15 people play atleast 2 games exactly 2 + exactly 3 15=exactly 2 + 3 Exactly 2 = 12 1 (Exactly 1 ) + 2(Exactly 2) + 3(Exactly 3) = 36+46+16 1 (Exactly 1 ) + 2( 12) + 3(3) = 36+46+16 Exactly i = 65 Total Athletes = Exactly 1 + Exactly 2+ Exactly 3 = 65+12+3 = 80 Cricket-36 Athletes who do not play all 3 games = 80-3 = 77 Athletes who play at most one channel = Exactly 1-65 Total number of athletes = 80 Pokemon=16 Khokho=46


  4. If the # of athletes who like only cricket is equal to 27, then how many athletes like both KhoKho and Pokemon but not cricket Cricket-36 Exactly 2 = 12 a+b+c = 12 a+b-36-(2743) = 6 27 12-6= 6 Pokemon=16 Khokho-46