Given the names and the left$-$hand$-$sides $($LHS$)$ of the Boolean Algebra theorems, please give the right$-$hand$-$side of the corresponding theorems $($ the first one is done for you as an example$).$

No$.$ Theorem name Left$-$hand$-$side Right$-$hand$-$side

$1$ Identity B$1$ B

$2$ Null Element B$0$

$3$ Idempotency B$$B

$4$ Involution B $$

$5$ Complements B$$B $$

$6$ Commutativity B$$C

$7$ Associativity $($B$$C$)$D

$8$ Distributivity B$$C$+$B$$D

$9$ Covering B$($B$+$C$)$

$10$ Combining B$$C$+$B$$C $$

$11$ Consensus B$$C$+$B $$D$+$C$$D