12. A certain club has 100 members, out of which 20 play tennis; 28 play badminton; 12 play chess and the rest do not play any game. Find the ratio of the number of members who play
(a) tennis to the number of those who play badminton;
(b) chess to the number of those who do not play a game
(c) badminton to the number of those who do not play a game
Answers
Answered by
1
Answer:
a 20 /28= 5/7=5:7
b 12/40 = 3/10=3:10
c 28/40 =7/10=7:10
Answered by
0
Answer:-
(a). 5/7
(b). 3/10
(c). 7/10
Step by step explanation:-
Number of players who do not any games = Total number of players - Number of
Players playing games
=100- (20+28+12)
=100-60
=40
(a). The ratio of tennis players to the number of player who plays badminton
= Numbers of tennis players/Number of player who plays badminton
=20/28
=5/7
(b). The ratio of chess players to the number of player who do not play any games
= Numbers of chess players/Number of player who do not play any game
=12/40
=3/10
(c). The ratio of badminton players to the number of player who do not play any games
= Numbers of badminton players/Number of player who do not play any game
=28/40
= 7/10
(a). 5/7
(b). 3/10
(c). 7/10
Step by step explanation:-
Number of players who do not any games = Total number of players - Number of
Players playing games
=100- (20+28+12)
=100-60
=40
(a). The ratio of tennis players to the number of player who plays badminton
= Numbers of tennis players/Number of player who plays badminton
=20/28
=5/7
(b). The ratio of chess players to the number of player who do not play any games
= Numbers of chess players/Number of player who do not play any game
=12/40
=3/10
(c). The ratio of badminton players to the number of player who do not play any games
= Numbers of badminton players/Number of player who do not play any game
=28/40
= 7/10
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