Directions (1 – 5):

The first pie chart shows the distribution of students who participated from different states A, B, C, D and E in five sports P, Q, R, S and T. The second pie chart shows the distribution of students who participated in different sports P, Q, R, S and T from given states.

- If 25% of students from state A participate in sport R, then what percent of students who participate in sport R are from state A?

A) 46%

B) 67%

C) 54%

D) 37%

E) 58%

- If from states A and D, no one took part in sport Q, then find the number of students from state B who took part in sport Q given they are 78 less than the average number of students participated from all states in sport Q.

A) 161

B) 155

C) 125

D) 146

E) 182

- If in sport S, 25% of students from state B participated, 25% students more than from state B participated from state C and ratio of students who participated from states A, D and E is 4 : 6 : 5, then find the number of students from state D who participated in sport S.

A) 620

B) 720

C) 590

D) 630

E) 420

- If a total of 552 students from states A, B, C and E participated in sport T, then find how much percent of students from state D participated in sport T.

A) 25%

B) 17%

C) 33%

D) 35%

E) 28%

- If 70% of students from state E and 75% of students from state C do not won any prizes, then find the % of students from these two stets who won the prizes?

A) 25%

B) 32%

C) 24%

D) 28%

E) 23%

**Directions (6 – 10): Study the following and answer the questions that follow:**

There are some people who want to eat three different fruits – orange, grapes and strawberry.

Number of people who want to eat oranges is 4500, of which 26 2/3% people want to eat both oranges and grapes only. The number of people who want to eat both grapes and strawberry only are 33 1/3% greater than those who want to eat all the three fruits. The number of people who want to eat strawberry but not grapes is 3700. The number of people who want to eat only grapes is 1900 less than those who want to eat strawberry but not grapes. The number of people who want to eat grapes but not oranges is 3000. The number of people who want to eat both oranges and strawberry only is 1500.

- What is the total number of people who want to eat grapes?

A) 5100

B) 5800

C) 5600

D) 5400

E) 5200

- What is the number of people who want to eat both oranges and grapes only?

A) 1600

B) 1900

C) 1200

D) 1500

E) 1100

- What is the number of people who want to eat only one of the fruits?

A) 4200

B) 5500

C) 5900

D) 4800

E) 4900

- What is the ratio between people who want to eat only strawberry and who want to eat both grapes and strawberry?

A) 4 : 9

B) 11 : 6

C) 12 : 7

D) 15 : 11

E) 10 : 7

- What is the number of people who want to eat more than one fruit?

A) 3600

B) 4000

C) 3200

D) 4800

E) 4500