It seems like you want to evaluate \(102^3\).

To compute \(102^3\), we calculate:
\[
102^3 = 102 \times 102 \times 102 = 1,061,208
\]

So, \(102^3 = 1,061,208\).

Would you like a more detailed breakdown or have any questions? 

Here are some related questions:
1. How do we calculate powers of large numbers efficiently?
2. What are the steps to manually cube a two or three-digit number?
3. Can we simplify calculations of cubes using properties of numbers?
4. What are the applications of cubing in real-life scenarios?
5. How does cubing relate to the concept of volume?

**Tip:** When cubing a number ending in "2," the last digit of the result will also end in "8" because \(2^3 = 8\). This can sometimes help in quick mental estimations.

Find the solution to 102 cubed (102^3) with a detailed breakdown of exponentiation and multiplication steps. This problem introduces exponentiation principles and their application, ideal for Grades 6-8 students exploring powers and powers of two-digit numbers.

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