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Each of the following questions contains statements given in two columns, which have to be matched. The answers to these questions have to be appropriately bubbled. If the correct matches are A-p, A-q ; B- \( q \), B-r ; C-r, C-s and D-s, then the correctly bubbled matrix will look like the one shown here :
In Boolean algebra if the level of \( A=1 \) and of \( B=0 \), then match the results of column I with that of column II
Column I
(A) \( (A \cdot B)+A \)
(p) \( A \)
(B) \( (A+\bar{B}) \cdot A \)
(q) \( B \)
(C) \( (\bar{A}+B) \cdot A \)
(r) \( (A+B) \)
(D) \( \quad(A+\bar{B})+(B \cdot \bar{A}) \)
\( (s) \quad(A \cdot B) \)
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