if n(A) = 14 and n( b)= 10 and n ( a union b ) = 18 then find n(a intersection b)
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13
Answer:
6 is the answer
Step-by-step explanation:
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Given:
n(A) = 14
n( B)= 10
n(A∪B)=18
To Find:
Find the value of (A∩B)
Solution:
According to Set Theory,
(A∪B)= n(A)+ n(B) + n(A∩B)
18 = 14+10+ n(A∩B)
n(A∩B)= 24-18
=6
Hence value of n(A∩B) is 6.
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