Final answer:
The expression x3⋅y5⋅z2 is already simplified. To apply cubing, cube the base numbers and multiply each exponent by 3, resulting in x^9y^15z^6 by using the properties of exponents.
Step-by-step explanation:
The expression x3⋅y5⋅z2 is already in a simplified form demonstrating the multiplication of exponential terms. However, the question appears to seek an understanding of the properties of exponents, specifically when these terms are subjected to further exponentiation such as cubing. If we were to cube the entire expression, according to the rules of Cubing of Exponentials, we would cube the base numbers (if they were present, which they are not in this case) and multiply the exponents by 3. This results in (x3)3(y5)3(z2)3, which simplifies to x9y15z6. Each exponent is multiplied by 3 due to the property that states when a power is raised to another power, you multiply the exponents.