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In a college 200 students are randomly chosen. 140 like tea and 120 like Coffee and 70 like both tea and coffee. How many like neither tea nor coffee?
Tea - A, Coffee - B
n(A $$ \cup $$ B) = n(A) + n(B) - n (A $$ \cap $$ B)
n(A $$ \cup $$ B) = 140 + 120 - 70 = 190
Number of students who like tea or coffee = 190
Therefore, number of students who like neither tea nor coffee = 200 - 190 = 10
Answer is option D.
Venn Diagrams Questions are an important topic in the Logical Reasoning section of CMAT 2027. These questions test a candidate's ability to analyze relationships between different groups or sets using diagrams. Candidates are required to interpret overlapping information, identify common elements, and solve problems involving unions, intersections, and exclusive sets. Developing a strong understanding of Venn Diagrams enhances logical thinking and analytical skills, making it an essential topic for CMAT preparation. Aspirants preparing for the CMAT 2027 Exam should study this topic thoroughly as part of the CMAT Syllabus to strengthen their Logical Reasoning performance.
Practicing Venn Diagrams Questions regularly helps candidates improve accuracy in solving set-based reasoning problems and develop the ability to analyze information systematically. Consistent practice also enhances speed, which is crucial during the exam. Solving questions from CMAT Previous Papers helps candidates understand the variety and difficulty level of Venn Diagram questions asked in previous years. Additionally, taking a CMAT Mock Test enables aspirants to evaluate their preparation, improve time management, and build confidence for CMAT 2027.
Yes, Venn Diagrams is an important topic in the Logical Reasoning section of CMAT. It assesses a candidate's ability to interpret relationships between sets and solve analytical reasoning problems efficiently.
The number of Venn Diagrams questions varies each year. CMAT does not prescribe a fixed number of questions from this Logical Reasoning topic.
CMAT may include questions involving two-set and three-set Venn diagrams, overlapping groups, unions, intersections, exclusive sets, and logical interpretation of given data.
Understand the fundamentals of set theory and Venn diagrams, practice different question types regularly, improve diagram interpretation skills, and solve previous year questions and mock tests for better accuracy.
Most Venn Diagrams questions in CMAT are of easy to moderate difficulty. With regular practice and a clear understanding of set relationships, candidates can solve them accurately and quickly.
Cracku's CMAT Venn Diagrams Questions provide topic-wise practice, detailed solutions, and exam-oriented problems that help candidates improve logical reasoning, accuracy, and speed for CMAT 2027.
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