Alright, let's fill in the table step by step with appropriate values.
### Step-by-Step Solution
1. For [tex]\(7^4\)[/tex]:
- Multiplicar el valor es [tex]\(7^4 = 2401\)[/tex].
- Potencia es [tex]\(2401\)[/tex].
2. For [tex]\(2^7\)[/tex]:
- Multiplicar el valor es [tex]\(2^7 = 128\)[/tex].
- Potencia es [tex]\(128\)[/tex].
3. For [tex]\(3^6\)[/tex]:
- BASE es [tex]\(3\)[/tex]. (Porque [tex]\(3^6\)[/tex])
- Multiplicar el valor es [tex]\(3^6 = 729\)[/tex].
- Potencia es [tex]\(729\)[/tex].
4. For [tex]\(8^3\)[/tex]:
- BASE es [tex]\(8\)[/tex]. (Porque [tex]\(8^3\)[/tex])
- Multiplicar el valor es [tex]\(8^3 = 512\)[/tex].
- Potencia es [tex]\(512\)[/tex].
5. For [tex]\(6^5\)[/tex]:
- BASE es [tex]\(6\)[/tex]. (Porque [tex]\(6^5\)[/tex])
- Multiplicar el valor es [tex]\(6^5 = 7776\)[/tex].
- Potencia es [tex]\(7776\)[/tex].
6. For [tex]\(9^2\)[/tex]:
- BASE es [tex]\(9\)[/tex]. (Porque [tex]\(9^2\)[/tex])
- Multiplicar el valor es [tex]\(9^2 = 81\)[/tex].
- Potencia es [tex]\(81\)[/tex].
Given this, we can now fill in the table as follows:
[tex]\[
\begin{array}{|c|c|c|c|c|}
\hline & \text{BASE} & \text{EXPONENTE} & \text{MULTPLLCACION} & \text{POTEcia} \\
\hline 7^4 & 7 & 4 & 2401 & 2401 \\
\hline 2^7 & 2 & 7 & 128 & 128 \\
\hline 3^6 & 3 & 6 & 729 & 729 \\
\hline 8^3 & 8 & 3 & 512 & 512 \\
\hline 6^5 & 6 & 5 & 7776 & 7776 \\
\hline 9^2 & 9 & 2 & 81 & 81 \\
\hline
\end{array}
\][/tex]
