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1. Quantitative Aptitude

Various schools and various games by students

percentage_raise
Number of students from various schools playing various games
SCHOOLS →
GAMES ↓
A B C D E
FOOTBALL 125 250 100 175 250
BASKETBALL 175 200 195 245 225
CRICKET 250 200 225 215 200
TENNIS 240 210 200 130 165
BADMINTON 75 125 55 45 100

Q 1) If 20 % of the students playing football from school A also play badminton then what would be the total number of students playing badminton from school A

solution :
students playing football from school A = 125 then 20 % 125 = 25( 10 % 125 = 12.5 ;20 % = 25)
finally, Number of students playing badminton from school A = 75 + 25 = 100

Q 2) The number of students playing basketball from school C is approximately what percent of the students playing basketball from school E ?

solution :
number of students playing basketball from school C = 195
number of students playing basketball from school E = 225
Then C / E * 100 = ( 195 / 225 ) * 100 = 86.67 %

Q 3)What is the difference between the average number of students playing cricket from all the schools and the average number of students playing tennis from all other schools ?

solution :
Here we need not calculate avg of cricket players and tennis players
Just take difference between cricket and tennis as follows
10 (250 - 240) -10 (200 - 210 ) +25 (225 -200 ) +85 (215-130)+35 (200-165) = 145/5 = 29

Q 4) The number of students playing football from school D is what percentage of the total number of students playing all the given games in that school ?

solution :
Number of students playing football from school D = 175
total number of students playing all the given games in that school = 175 + 245 + 215 +130 + 45 = 810
Then D / other = (175 / 810) * 100 = (10 % 810 = 81 ; 5 % 810 = 40. 5 ; 1 % 810 = 8.1 ) = 20 % 810 = 162
Remaining = 13 ( approx 1.5 % 810 )
Finally Answer = 21.5 %

Q 5)What is the difference between the average number of students playing all the given games from school B and the number of students playing badminton from that school ?

solution :
average number of students playing all the given games from school B = (250 +200+200+210+125)/5
200 + (50+0+0+10-75)/5 = 200-3 = 197
number of students playing badminton from that school B = 125
Answer = 197 -125 = 72

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