Twenty-seven persons attended a party. Which one of the following statements can never be true ?

Two statements are followed by three Conclusions I, II and III. You have to consider the statements to be true, even if they seem to be at variance from commonly known facts. You are to decide which of the given conclusions can definitely be drawn from the given statements and indicate your answer accordingly. Statements: I. Political parties that opposed simultaneous polls before the Law Commission mostly cited federalism, Constitution and impracticability for their opposition, but Goa Forward Party chose coconuts to drive home its point against the proposal of ‘One Nation, One Election'. II. The regional party that is part of the BJP-led Goa government cited coconut, its party symbol, to argue that regional issues will go unaddressed in the noise of simultaneous polls. Conclusions: I. To buttress its reasoning, Goa Forward Party representative cited the party's history and struggle in protesting against cutting down of coconut trees in Goa before it came to power with ally BJP in March 2017. II. The party had protested against the BJP government's decision to amend rules to simplify the procedure of cutting down coconut trees by removing it from the list of trees. III. The commission held talks with political parties on the proposal of simultaneous elections.

A

Only conclusion 3 follows

B

Only conclusion 1 follows

C

Either conclusion 3 or 2 follows

D

Neither conclusion 1 nor 3 follows

E

Both conclusions 1 and 3 follow

A

i only

B

ii only

C

Both i and ii

D

Neither i nor ii

Which pair is correct for 'Types of Political Party - Name of Political Party'? I. National Party - Communist Party of India II. State Party - Aam Aadmi Party III. State Party - All India Trinamool Congress IV. National Party - Indian National Congress

A

II, III and IV

B

I, II, III and IV

C

I, II and III

D

I, II and IV

Read the given information and answer the question asked by choosing the most appropriate option. In a group, 17 persons likes Veg Biryani, 27 persons likes Chicken Biryani and 19 persons likes Saahi Paneer. Among them, 6 persons likes both Saahi Paneer and Veg Biryani, 3 persons likes both Chicken Biryani and Veg Biryani, 3 persons likes both Saahi Paneer and Chicken Biryani and 4 persons likes all the three food items. How many persons likes only one food item?

A

17

B

27

C

10

D

15

Read the given information and answer the question asked by choosing the most appropriate option. In a group, 54 persons likes Physics, 47 persons likes Mathematics and 71 persons likes Chemistry. Among them, 12 persons likes only Physics and Chemistry, 23 persons likes only Mathematics and Chemistry, 11 persons likes only Physics and Mathematics and 10 persons likes all the three subjects. How many persons likes one subject only?

A

50

B

23

C

24

D

56

In a picnic of elderly persons, 25 persons take tea, 20 persons take coffee and 15 persons take milk. Ten persons take both tea and coffee and 8 persons take both milk and coffee. None of them takes tea and milk both and everyone takes at least one of the three beverages. How many persons went to the picnic ?

A

25

B

35

C

42

D

60

There are 21 persons and there are three languages - French German and Japanese. 10 persons speak German, 12 persons speak Japanese, and 10 persons speak French. 4 can speak only French and 5 can speak only Japanese. 4 can speak French as well as German. 3 persons can speak all languages. How many persons speak Japanese and German?

A

1

B

3

C

4

D

5

Study information given and select valid conclusion/s from the given statements based on it. In a joint family the number of members who take only coffee is equal to the half the number of members who take tea and the number of persons who take only tea is equal to the half the number of persons who take coffee. Statements: a. The total number of persons who take either coffee or tea or both is thrice the number of persons who take only coffee or only tea. b. The total number of persons who take only coffee and those who take only tea is twice the number of persons who take both coffee and tea.

A

Only b

B

Neither a and b