Let A = Σ min{i, j},i ∈ (1, 10), Σmin{i, j} , j ∈ (1, 10) and B = Σmax{i, j}, i ∈ (1, 10), Σmax{i, j}, j ∈ (1, 10). Then A + B is

Question

Let  \(A=\sum\limits_{i=1}^{10}\sum\limits_{j=1}^{10}\)min{i, j}, and \(B = \sum\limits_{j=1}^{10}\sum\limits_{j=1}^{10}\) max{i, j}.

A = Σ min{i, j},i ∈ (1, 10), Σmin{i, j} , j ∈ (1, 10) and B = Σmax{i, j}, i ∈ (1, 10), Σmax{i, j}, j ∈ (1, 10). 

Then A + B is equal to _______.

Answer 1

Answer is 1100