If n(p(a))+n(p(b)=1025, n(a)<n(b) then n(a)=
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We have:
n(P(A))+n(P(B) = 1025
Where, n(A) < n(B)
We have to find the value of n(A) = ?
Solution:
∴ n(P(A))+n(P(B) = 1025
n(A) = 2
Beacuse, it is a number of functions in the sunset.
∴ The value of n(A) = 2
Thus, the value of n(A) is "equal to 2".
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