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414. If n[p(A)]+n[P(B)]= 1025, n(A) < n(B), then n(A) =1) 12) 23) 04) 4 |
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Answer» 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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