Directions:  Study the graph carefully to answer the questions that follow.

Number of Players Participating in Three Different Games in Five Different Schools

Important for :
1
What is the total number players participating in hockey from all the five schools together?
» Explain it
B
From the graph, the total number of players participating in hockey

= 68 + 80 + 54 + 50 + 36 = 288.

Hence, option B is correct.

2
What is respective ratio between number of players participating in basketball from school 1 and the number of players participating in kho-kho from school 3?
» Explain it
C
Number of players participating in basketball from school 1 = 42

And number of players participating in kho-kho from school 3 = 48

Required ratio

 = 42 = 21 = 7 = 7 : 8. 48 24 8

Hence, option C is correct.

3
In which school is the number of players participating in hockey and basketball together second highest?
» Explain it
B
Number of players participating in hockey and basketball from school 1 = 68 + 42 = 110

Number of players from school 2 = 80 + 34 = 114

Number of players from school 3 = 54 + 28 = 82

Number of players from school 4 = 50 + 60 = 110

Number of players from school 5 = 36 + 82 = 118

It is clear from the data calculated above that the number of players participating in hockey and basketball together is second highest is in the school 2.

Hence option B is correct.

4
Number of players participating in kho-kho from school 4 is what per cent of number of players participating in hockey from school 2?
» Explain it
D
Number of Kho-Kho participants from school 4 = 32

Number of Hockey participants from school 2 = 80

required percentage

 = 32 × 100 = 40%. 80

Hence, option D is correct.

5
25% of the number of the players participating in hockey from school 5 are females. What is the number of the hockey player who are males in school 5?
» Explain it
E
Number of players participating in hockey in school 5 = 36

Now, number of female players

 = 36 × 25 = 9 100

Number of players of male players = 36 – 9 = 27.

Hence, option E is correct.

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