If n(A) =15 n(AuB) =31,n(AnB)=9 then n(B)=?
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Answered by
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Answer:
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Step-by-step explanation:
Given:
n(a)=15
n(a\cup ba∪b )=29
n(a\cap ba∩b )=7
To find:
n(b)
Solution:
We know that
n(a\cup ba∪b )=n(a)+n(b)-n(n\cap bn∩b )
To find the value of b we are using the above formula
Now, substitute the values then, we get
29=15+n(b)-729=15+n(b)−7
n(b)=29-15+7n(b)=29−15+7
n(b)=21n(b)=21
Hence, the value of n(b)=21
Answered by
0
Answer:
then n(b)= n(AuB) - n(A) = 31-15 = 16.
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