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If AB = A, BA = B then (A + B)n = (Where \(n \in N\))
1. A2 + B2)
2. (A + B)
3. A + B
4. 2n - 1 (A + B)

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Correct Answer - Option 4 : 2n - 1 (A + B)

(A + B)2 = A2 + AB + BA + B2

= 2(A + B)

(A + B)3 = 2 (A + B) (A + B) = 22 (A + B)

(A + B)n = 2n - 1(A + B)

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