Q . In a factory 70% of the workers like oranges and 64% like apples , if each worker likes at least one fruit . What is the minimum percentage of workers who like both the fruits ?
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Hey friend, Harish here.
Here is your answer:
Given that,
1) 70% Workers like oranges.
2) 64% Workers like apple
3) Each Worker like at least one fruit among these.
To find,
Percentage of Workers who like Both apples and oranges.
Solution,
We know that,
A ∪ B = {100}
Because it contains all the workers.
To find the number of workers who like Both we must find A ∩ B.
We know that,
( A ∩ B) =( A + B) - (A ∪ B)
⇒ ( 70 + 64 ) - 100
⇒ (134) - 100 = 34%.
Therefore 34% Of the workers like both the fruits.
____________________________________________________
Hope my answer is helpful to you.
Here is your answer:
Given that,
1) 70% Workers like oranges.
2) 64% Workers like apple
3) Each Worker like at least one fruit among these.
To find,
Percentage of Workers who like Both apples and oranges.
Solution,
We know that,
A ∪ B = {100}
Because it contains all the workers.
To find the number of workers who like Both we must find A ∩ B.
We know that,
( A ∩ B) =( A + B) - (A ∪ B)
⇒ ( 70 + 64 ) - 100
⇒ (134) - 100 = 34%.
Therefore 34% Of the workers like both the fruits.
____________________________________________________
Hope my answer is helpful to you.
Anny121:
thanks a lot bro..
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