Simplify the expression completely: $$ \frac{z^{18}}{z^{6}} $$ Answer $$ =\square $$ Submit Question

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1. Write the expression:  
   $$
   \frac{z^{18}}{z^{6}}
   $$

2. Use the law of exponents for division, which states:  
   $$
   \frac{z^a}{z^b} = z^{a-b}
   $$
   
3. Substitute the exponents into the formula:  
   $$
   z^{18-6} = z^{12}
   $$

4. The simplified expression is:  
   $$
   z^{12}
   $$

Answer $$ = z^{12} $$
The simplified expression is $$ z^{12} $$.

Simplify the expression completely: \( \frac{z^{18}}{z^{6}} \) Answer \( =\square \) Submit Question

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