$$ \Delta K K \equiv \Delta G H $$. Complete the conguence statement. $$ \Delta G H \equiv 2 $$

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To complete the congruence statement given that $$ \Delta K K \equiv \Delta G H $$ and $$ \Delta G H \equiv 2 $$, we can substitute the value of $$ \Delta G H $$ into the first statement.

Starting with the original congruence:

$$
\Delta K K \equiv \Delta G H
$$

Substituting $$ \Delta G H \equiv 2 $$:

$$
\Delta K K \equiv 2
$$

Thus, the completed congruence statement is:

$$
\Delta K K \equiv 2
$$
$$ \Delta K K \equiv 2 $$

. Complete the conguence statement.

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