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If `n(A) = 5` and `n(B) = 8`, then the sum of the mini-mum value of `n (A nn B)` and the maximum value of `n (A uu B)` is `"____"`.

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If `n(A) = 5` and `n(B) = 8`, then the sum of the mini-mum value of `n (A nn B)` and the maximum value of `n (A uu B)` is `"____"`.
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Correct Answer - 13
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Minimum value of intersection=0

Maximum value of union =8+5=13

And their addition results

=13.    answer .....
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