Certainly! Let's fill in the missing details for this table. We need to identify the Place Value and the Value for each of the given numbers. Here, the Place Value directly corresponds to the number in question, which I'll explain below for each value.
### Detailed Solution
#### For Biliong 1.327:
- Place Value: 1.327 (since the number is 1.327, the place value is also 1.327)
- Value: 1.327 (the actual value remains the same as given)
#### For Biliong 2.400:
- Place Value: 2.400 (similar logic, the number itself is its place value)
- Value: 2.400 (no change in the actual value)
#### For Biliong 3.780:
- Place Value: 3.780 (the number defines its place value)
- Value: 3.780 (the value remains the same)
#### For Biliong 4.594:
- Place Value: 4.594 (again, same as the number)
- Value: 4.594 (no change in the value)
#### For Biliong 5.019:
- Place Value: 5.019 (the place value is the number itself)
- Value: 5.019 (actual value is unchanged)
Now, we will fill in these details into the table:
[tex]\[
\begin{tabular}{|l|l|l|}
\hline
\text{Biliong} & \text{Place Value} & \text{Value} \\
\hline
1.327 & 1.327 & 1.327 \\
\hline
2.400 & 2.400 & 2.400 \\
\hline
3.780 & 3.780 & 3.780 \\
\hline
4.594 & 4.594 & 4.594 \\
\hline
5.019 & 5.019 & 5.019 \\
\hline
\end{tabular}
\][/tex]
This concludes the step-by-step solution for determining the Place Value and Value for each given number.
