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Comprehension: Study the diagram given below and answer the questions based on it.

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represents Persons who like Reading

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represents Persons who like Cycling

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represents Persons who like Trekking

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How many persons like Trekking and Reading but not Cycling?

A12

B31

C44

D28

Answer:

D. 28

Read Explanation:

Trekking and Reading represented in Square and triangle respectively, and cycling is represented in circle. we need to take only persons like Trekking and Reading not like cycling. so take values commonly inside both the shape of triangle and square eliminate values on circle 28 and 12 is their, not considering cycling so 12 is eliminated . so persons who like Trekking and Reading not like Cycling is 28


Related Questions:

The figure given below consists of three intersecting circles which represent sets of students who play Football, Cricket and Basket Ball. Each region in the figure is represented by a small letter.

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Which region represents the set of persons who play Football but neither Cricket nor Basket Ball?

Select the Venn diagram that best represents the relationship between the following classes.

Engineers, Lawyers and married people

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Study the given diagram carefully and answer the question that follows. The numbers in different sections indicate the number of people who belong to different countries.

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What number represents the people who belong to India, Canada as well as Russia? 

Three statements are followed by three conclusions numbered I, II and III. You have to consider these statements to be true, even if they seem to be at variance with commonly known facts, and decide which of the given conclusions logically follow/s from the given statements.

Statements:

Some hotels are dormitories.

Some gates are shelters.

All shelters are fences.

Conclusions:

(I) Some gates are dormitories.

(II) Some fences are gates.

(III) Some hotels are shelters.

Given below are three statements and three conclusions. Take the statements to be true even if they are at variance with commonly known facts, and decide whether the conclusion/s follow/s the given statements.

Statements:

I. All grasses are shrubs.

II. All roots are fruits.

III. All fruits are flowers.

Conclusions:

I. All grasses are flowers.

II. All roots are flowers.

III. Some flowers are fruits.