There are 200 students in a class. Out of these 3/5 of the students like Cricket, 1/4 students like Football and the remaining students like Basket Ball.
Find out how many students like (i) Cricket (ii) Football
(iii) Basket Ball.
Answers
Answer:
Cricket:120
football: 50
basket ball: 30
Step-by-step explanation:
given 200 students are there in a class....
hence,
number of students who like cricket are: 200*3/5=120
number of students who like football are: 200*1/4=50
therefore, remaining students are 200-(120+50)=30
hence,
number of students who like basket ball: 30...
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Step-by-step explanation:
Given :-
There are 200 students in a class. Out of these 3/5 of the students like Cricket, 1/4 students like Football and the remaining students like Basket Ball.
To find:-
Find out how many students like (i) Cricket (ii) Football (iii) Basket Ball.
Solution:-
Total no. of students in a class=200
1)No. of students who likes cricket
=3/5 of the total students
=>200×(3/5)
=>40×3
=120
2)No.of students who likes Foot ball
=1/4of the total students
=>(1/4)×200
=>200/4
=>50
3) No. of students who likes Basket Ball
=Total students-(No.of students who likes cricket+No.of students who likes Basket Ball)
=>200-(120+50)
=>200-(170)
=>200-170
=>30
Answer:-
1) No. of students who likes cricket=120
2) No. of students who likes Foot ball=50
3) No. of students who likes Basket ball=30