Zero Exponent Ad568D

1. **State the problem:** Simplify the expression $$(x2y3z)^0$$. 2. **Recall the zero exponent rule:** Any nonzero expression raised to the power of zero equals 1. That is, for any expression $a \neq 0$, $$a^0 = 1$$. 3. **Apply the rule:** Since $$(x2y3z)$$ is an expression (assuming variables and constants), raising it to the zero power gives: $$ (x2y3z)^0 = 1 $$ 4. **Final answer:** The simplified value is $$1$$. This holds true as long as the base expression is not zero.