MATCHING Write the letter of the example $($on the right$)$ corresponding to the $-$ named axiom or theorem:

Involution

A$.($x$*$Y$)*$Z $=$ x$*($Y$*$Z$)$

Idempotency

B$.$ x $+$ Y $=$ Y $+$ x

Identity

C$.$ x$*$Y $+$ x$*$Y $=$ x

Null Element

D$.,$ x$*$x$*$x $=$ x

Complement

E$.$ x $+($Y$*$Z$)=($x $+$ Y$)*($x $+2)$

Associativity

F$.,$ x $+1=1$

Commutivity

G$.$ x$*$x $=0$

Distributivity

H$.($x $+$ Y$)=$ x $*$Y

Combining

$1.($x$)=$ x

DeMorgan's Law

J$.,$x $+0=$ x

q$,$ Consensus

K$.$ x$*$Y $+$ x $*$Z$+$Y$*$Z $=$ x$*$Y $+$ x $*$Z

MATCHING $-$ Write the letter of the example $($on the right$)$ corresponding to the named axiom or theorem:

Involution

A$.($XY$)$ ZX $($Y$-$Z$)$

Idempotency

B$.$ X$+$Y$=$Y$+$X

Identity

C$.$ X$-$Y$+$X$-$Y$\text{'}=$ X

Null Element

D$.$ X$-$X$-$X $=$ X

Complement

E$.$ X$+($Y$-$Z$)=($X$+$Y$)($X$+$Z$)$

Associativity

F$.$ X$+1=1$

Commutivity

G$.$ XX$\text{'}=0$

Distributivity

H$.($X$+$Y$)\text{'}=$ X$\text{'}-$Y$\text{'}$

Combining

$1.($X$\text{'})\text{'}=$ X

DeMorgan's Law

J$.$ X$+0=$X

Consensus

K$.$ X$-$Y$+$X$-$Z$+$Y$-$Z$=$X$-$Y$+$XZ