In a class of 80 children, 35% children can play only cricket, 45% children can play only table-tennis and the remaining children can play both the games. In all, how many children can play cricket?

55

No worries! We‘ve got your back. Try BYJU‘S free classes today!

44

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

36

No worries! We‘ve got your back. Try BYJU‘S free classes today!

28

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is A $44$
Clearly $35 %$ children can play cricket. Also $20 %$ can play both.

So $55 %$ children can play cricket

Total no. of kids = $0.55 \times 80 = 44$

Suggest Corrections

Similar questions

Q. In a class, 25 children play cricket, 25 play hockey and 28 play Football. All the students play at least one of the games. 24 children play at least 2 of the games and 12 children play all the games.
If it is known that number of students playing Hockey and Football only is 4. Find the number of students playing only cricket.

In a class, 25 children play cricket, 25 play hockey and 28 play Football. All the students play at least one of the games. 24 children play at least 2 of the games and 12 children play all the games.
Find the number of children in the class.

Q. In a group of children 35 play football out of which 20 play football only, 22 play hockey; 25 play cricket out of which 11 play cricket only. Out of these 7 play cricket and football but not hockey, 3 play football and hockey but not cricket and 12 play football and cricket both. How many play all the three games?

Q. Out of

40

children

30

can swim,

27

can play chess and

5

can't nothing. How many children can swim only?

Q. How many children play Football as well as Cricket?

Join BYJU'S Learning Program

In a class of 80 children, 35% children can play only cricket, 45% children can play only table-tennis and the remaining children can play both the games. In all, how many children can play cricket?

The correct option is A 44Clearly 35% children can play cricket. Also 20% can play both.So 55% children can play cricketTotal no. of kids = 0.55×80=44

The correct option is A $44$
Clearly $35 %$ children can play cricket. Also $20 %$ can play both.

So $55 %$ children can play cricket

Total no. of kids = $0.55 \times 80 = 44$