SRCC GBO 2016 Question Paper

Noting down the given information, we get:

Poets: 4, Novelist:3, Dramatists:3
1 Bengali, 2 Hindi, 2 Marathi, 1 Tamil
2 from 17th century, 3 from 19th century and 1 from 20th century. 

Looking at the clues, we are given: "The 20th-century writer wrote poetry only and contributed to Marathi literature, and the other Marathi writer contributed to poetry, novel and drama."

We can start with the century as our initial parameter:

One Hindi writer, and the only Tamil writer belonged to the 19th century.
Since we are given that one Hindi writer belonged to the 19th century, the other must be from the 17th century. 

The former contributed to poetry and novel while the latter to novel and drama.

The Bengali writer belonged to the 17th century and contributed to poetry only.

This would mean that the last Marathi writer is from the 19th century. 

The last two lines tell us that A was a writer from the 20th century. 
C was a Marathi writer; hence, it must be the one from the 19th century. 

We are given that B wrote Drama only, the only possibility left is that B were the 17th century Hindi writer. 

D was the Hindi Poet and novelist, and since E was from 19th century as well, he must be the Tamil novel and drama writer. Leaving F as the Bengali writer. 
Looking at their art forms as well, C must be Poet, Novelist and Dramatist, giving the final configuration as:

A contributed to poetry, hence, Option A would be the correct answer. 

Noting down the given information, we get:

Poets: 4, Novelist:3, Dramatists:3
1 Bengali, 2 Hindi, 2 Marathi, 1 Tamil
2 from 17th century, 3 from 19th century and 1 from 20th century.

Looking at the clues, we are given: "The 20th-century writer wrote poetry only and contributed to Marathi literature, and the other Marathi writer contributed to poetry, novel and drama."

We can start with the century as our initial parameter:

One Hindi writer, and the only Tamil writer belonged to the 19th century.
Since we are given that one Hindi writer belonged to the 19th century, the other must be from the 17th century.

The former contributed to poetry and novel while the latter to novel and drama.

The Bengali writer belonged to the 17th century and contributed to poetry only.

This would mean that the last Marathi writer is from the 19th century.

The last two lines tell us that A was a writer from the 20th century.
C was a Marathi writer; hence, it must be the one from the 19th century.

We are given that B wrote Drama only, the only possibility left is that B were the 17th century Hindi writer.

D was the Hindi Poet and novelist, and since E was from 19th century as well, he must be the Tamil novel and drama writer. Leaving F as the Bengali writer.
Looking at their art forms as well, C must be Poet, Novelist and Dramatist, giving the final configuration as:

F was the Bengali writer, therefore, Option D is the correct answer.

Noting down the given information, we get:

Poets: 4, Novelist:3, Dramatists:3
1 Bengali, 2 Hindi, 2 Marathi, 1 Tamil
2 from 17th century, 3 from 19th century and 1 from 20th century.

Looking at the clues, we are given: "The 20th-century writer wrote poetry only and contributed to Marathi literature, and the other Marathi writer contributed to poetry, novel and drama."

We can start with the century as our initial parameter:

One Hindi writer, and the only Tamil writer belonged to the 19th century.
Since we are given that one Hindi writer belonged to the 19th century, the other must be from the 17th century.

The former contributed to poetry and novel while the latter to novel and drama.

The Bengali writer belonged to the 17th century and contributed to poetry only.

This would mean that the last Marathi writer is from the 19th century.

The last two lines tell us that A was a writer from the 20th century.
C was a Marathi writer; hence, it must be the one from the 19th century.

We are given that B wrote Drama only, the only possibility left is that B were the 17th century Hindi writer.

D was the Hindi Poet and novelist, and since E was from 19th century as well, he must be the Tamil novel and drama writer. Leaving F as the Bengali writer.
Looking at their art forms as well, C must be Poet, Novelist and Dramatist, giving the final configuration as:

C contributed towards all three branches, therefore, Option D is the correct answer.

Noting down the given information, we get:

Poets: 4, Novelist:3, Dramatists:3
1 Bengali, 2 Hindi, 2 Marathi, 1 Tamil
2 from 17th century, 3 from 19th century and 1 from 20th century.

Looking at the clues, we are given: "The 20th-century writer wrote poetry only and contributed to Marathi literature, and the other Marathi writer contributed to poetry, novel and drama."

We can start with the century as our initial parameter:

One Hindi writer, and the only Tamil writer belonged to the 19th century.
Since we are given that one Hindi writer belonged to the 19th century, the other must be from the 17th century.

The former contributed to poetry and novel while the latter to novel and drama.

The Bengali writer belonged to the 17th century and contributed to poetry only.

This would mean that the last Marathi writer is from the 19th century.

The last two lines tell us that A was a writer from the 20th century.
C was a Marathi writer; hence, it must be the one from the 19th century.

We are given that B wrote Drama only, the only possibility left is that B were the 17th century Hindi writer.

D was the Hindi Poet and novelist, and since E was from 19th century as well, he must be the Tamil novel and drama writer. Leaving F as the Bengali writer.
Looking at their art forms as well, C must be Poet, Novelist and Dramatist, giving the final configuration as:

B wrote in Hindi, therefore, Option B is the correct answer.

Noting down the given information, we get:

Poets: 4, Novelist:3, Dramatists:3
1 Bengali, 2 Hindi, 2 Marathi, 1 Tamil
2 from 17th century, 3 from 19th century and 1 from 20th century.

Looking at the clues, we are given: "The 20th-century writer wrote poetry only and contributed to Marathi literature, and the other Marathi writer contributed to poetry, novel and drama."

We can start with the century as our initial parameter:

One Hindi writer, and the only Tamil writer belonged to the 19th century.
Since we are given that one Hindi writer belonged to the 19th century, the other must be from the 17th century.

The former contributed to poetry and novel while the latter to novel and drama.

The Bengali writer belonged to the 17th century and contributed to poetry only.

This would mean that the last Marathi writer is from the 19th century.

The last two lines tell us that A was a writer from the 20th century.
C was a Marathi writer; hence, it must be the one from the 19th century.

We are given that B wrote Drama only, the only possibility left is that B were the 17th century Hindi writer.

D was the Hindi Poet and novelist, and since E was from 19th century as well, he must be the Tamil novel and drama writer. Leaving F as the Bengali writer.
Looking at their art forms as well, C must be Poet, Novelist and Dramatist, giving the final configuration as:

E was the Tamil writer, therefore, Option C is the correct answer.

It is given that there are 1500 employees.

The ratio of males to females is 17:13, which means the number of males = (17/30)*1500  = 850 and the number of females = 650.

Let us make a table which has floor-wise distribution of males and females.

28% of females are at floor F1 = 28% of 650 = 182

18% of the males work at floor F2 =  18% of 850 = 153

One-fifth of the males work at floor F5 = 0.2*850 = 170

The ratio of females to males at floor F2 is 2 : 3, we know that males at F2 = 153

So, females at F2 = 153*(2/3) = 102

25% of the total number of employees are on floor F3 = 1500*0.25 = 375

Let us fill the details in the table.

Females working at floor F5 are 60% of the males working at the same floor.

We know that males working at F5 = 170,

So, females working at F5 = 60% of 170 = 102

18% of the females are at floor F4 = 18% of 650 = 117

The remaining females are at floor F3.

16% of the males work at floor F1 = 16% of 850 = 136

The remaining males are working at floor F4.

Let us again fill the table using above clues.

We know there are 650 females from F1 to F5.

Hence, 182+102+F3+117+102 = 650

503+F3 = 650

F3 = 650-503 =147

Also, we know the total number of employees in the building = 1500

Hence, 318+255+375+F4+272 = 1500

1220+F4 = 1500

F4 = 1500-1220 = 280

Thus, number of males at F3 = 375-147 = 228

The number of males at F4 = 280-117 = 163

The number of males working at floor F3 = 228

It is given that there are 1500 employees.

The ratio of males to females is 17:13, which means the number of males = (17/30)*1500 = 850 and the number of females = 650.

Let us make a table which has floor-wise distribution of males and females.

28% of females are at floor F1 = 28% of 650 = 182

18% of the males work at floor F2 = 18% of 850 = 153

One-fifth of the males work at floor F5 = 0.2*850 = 170

The ratio of females to males at floor F2 is 2 : 3, we know that males at F2 = 153

So, females at F2 = 153*(2/3) = 102

25% of the total number of employees are on floor F3 = 1500*0.25 = 375

Let us fill the details in the table.

Females working at floor F5 are 60% of the males working at the same floor.

We know that males working at F5 = 170,

So, females working at F5 = 60% of 170 = 102

18% of the females are at floor F4 = 18% of 650 = 117

The remaining females are at floor F3.

16% of the males work at floor F1 = 16% of 850 = 136

The remaining males are working at floor F4.

Let us again fill the table using above clues.

We know there are 650 females from F1 to F5.

Hence, 182+102+F3+117+102 = 650

503+F3 = 650

F3 = 650-503 =147

Also, we know the total number of employees in the building = 1500

Hence, 318+255+375+F4+272 = 1500

1220+F4 = 1500

F4 = 1500-1220 = 280

Thus, number of males at F3 = 375-147 = 228

The number of males at F4 = 280-117 = 163

Number of males working at floor F4, form what percent of the number of females working the same floor.

Females at F4 = 117

Males at F4 = 163

percent of the number of females = (163/117)*100 = 139.32%

It is given that there are 1500 employees.

The ratio of males to females is 17:13, which means the number of males = (17/30)*1500 = 850 and the number of females = 650.

Let us make a table which has floor-wise distribution of males and females.

28% of females are at floor F1 = 28% of 650 = 182

18% of the males work at floor F2 = 18% of 850 = 153

One-fifth of the males work at floor F5 = 0.2*850 = 170

The ratio of females to males at floor F2 is 2 : 3, we know that males at F2 = 153

So, females at F2 = 153*(2/3) = 102

25% of the total number of employees are on floor F3 = 1500*0.25 = 375

Let us fill the details in the table.

Females working at floor F5 are 60% of the males working at the same floor.

We know that males working at F5 = 170,

So, females working at F5 = 60% of 170 = 102

18% of the females are at floor F4 = 18% of 650 = 117

The remaining females are at floor F3.

16% of the males work at floor F1 = 16% of 850 = 136

The remaining males are working at floor F4.

Let us again fill the table using above clues.

We know there are 650 females from F1 to F5.

Hence, 182+102+F3+117+102 = 650

503+F3 = 650

F3 = 650-503 =147

Also, we know the total number of employees in the building = 1500

Hence, 318+255+375+F4+272 = 1500

1220+F4 = 1500

F4 = 1500-1220 = 280

Thus, number of males at F3 = 375-147 = 228

The number of males at F4 = 280-117 = 163

It is given that there are 1500 employees.

The ratio of males to females is 17:13, which means the number of males = (17/30)*1500 = 850 and the number of females = 650.

Let us make a table which has floor-wise distribution of males and females.

28% of females are at floor F1 = 28% of 650 = 182

18% of the males work at floor F2 = 18% of 850 = 153

One-fifth of the males work at floor F5 = 0.2*850 = 170

The ratio of females to males at floor F2 is 2 : 3, we know that males at F2 = 153

So, females at F2 = 153*(2/3) = 102

25% of the total number of employees are on floor F3 = 1500*0.25 = 375

Let us fill the details in the table.

Females working at floor F5 are 60% of the males working at the same floor.

We know that males working at F5 = 170,

So, females working at F5 = 60% of 170 = 102

18% of the females are at floor F4 = 18% of 650 = 117

The remaining females are at floor F3.

16% of the males work at floor F1 = 16% of 850 = 136

The remaining males are working at floor F4.

Let us again fill the table using above clues.

We know there are 650 females from F1 to F5.

Hence, 182+102+F3+117+102 = 650

503+F3 = 650

F3 = 650-503 =147

Also, we know the total number of employees in the building = 1500

Hence, 318+255+375+F4+272 = 1500

1220+F4 = 1500

F4 = 1500-1220 = 280

Thus, number of males at F3 = 375-147 = 228

The number of males at F4 = 280-117 = 163

Number of males working at floor F1; form approximately what percent of total number of employees in the organisation?

Number of males working at floor F1 = 136

Total number of employees = 1500

% of total number of employees = 136/1500 = approx 9%

We are given the following information, 
17171 commute only by A
7359 commute only by B 
22077 commute only by C
14718 commute only by D
4906 commute only by E 
7359 commute only by F
26983 commute by C as well as A
9812 commute by E as well as A
12265 commute by C as well as E

And we are given that there is no further overlap between any two modes of transport. 

The total number of people commuting will be: 122650

The number of people using A is: 53966

Percentage-wise, this will be, $$\frac{53966}{122650}\times100=44\%$$