in market survey of 500 customers it was found that 250 Purchase tea
200 purchase coffee and hundred purchase both tea and coffee how many purchase tea or coffee
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Step-by-step explanation:
Let U be the set of all students who took part in the survey.
Let T be the set of students taking tea.
Let C be the set of students taking coffee.
n(U)=600,n(T)=150,n(C)=225,n(T∩C)=100
To find: Number of student taking neither tea nor coffee i.e., we have to find n(T
′
∩C
′
).
n(T
′
∩C
′
)=n(T∪C)
′
=n(U)−n(T∪C)
=n(U)−[n(T)+n(C)−n(T∩C)]
=600−[150+225−100]
=600−275
=325
Hence, 325 students were taking neither tea nor coffee.
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