If n(G)=20,n(H)=32 and G n H={ },then n(G U H)=?
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Answer:
We know that,
n(A)+n(B)-n(A intersection B)=n(A union B)
Here,
n(A)=n(G)=20
n(B)=n(H)=32
n(A intersection B)=n(G intersection H)={ }=0
By substituting the above values in the formula,
=》 20+32-0=n(G union H)
=》 52-0=n(G union H)
=》 52=n(G union H)
=》n(G union H)=52
The correct answer is 52.
I hope it is helpful.
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