Complete the pattern: \[ \begin{array}{l} \square \\ \square \div 10=4.751 \\ \square \div 10=47.51 \\ \square \div 10=475.1\end{array} \]

The pattern here appears to show a series of divisions by 10, where each resulting value is derived from the last by multiplying by 10. Let's analyze the equations: - For the second line, if \(\square \div 10 = 4.751\), then multiplying both sides by 10 gives us \(\square = 4.751 \times 10 = 47.51\). - For the third line, if \(\square \div 10 = 47.51\), then \(\square = 47.51 \times 10 = 475.1\). Continuing this pattern, we take the value from the fourth line: - For the fourth line, if \(\square \div 10 = 475.1\), then \(\square = 475.1 \times 10 = 4751\). Thus, the completed pattern is: - \(\square = 47.51\), - \(\square = 475.1\), - and finally \(\square = 4751\). So the complete pattern is: \[ \begin{array}{l} 4751 \\ 4.751 \\ 47.51 \\ 475.1 \end{array} \]