Which equation could Lucius use to prove that his answer is correct? A $$ 455+248=\square $$ B $$ 703+248=\square $$ C $$ 455-248=\square $$$$ \quad $$\begin{tabular}{|c}\hline Day of \ \hline Monc \ \hline Tues \ \hline Wed \ \hline Thu \ \hline Frid \end{tabular}

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To determine which equation Lucius could use to prove that his answer is correct, we need to analyze the equations provided:

1. **Option A:** $$ 455 + 248 = \square $$
2. **Option B:** $$ 703 + 248 = \square $$
3. **Option C:** $$ 455 - 248 = \square $$

To prove an answer is correct, we typically want to verify the result of a calculation.

- **Option A** involves addition, which could be used to check if the sum of 455 and 248 is correct.
- **Option B** also involves addition, but it adds 248 to 703, which does not relate directly to the first number (455).
- **Option C** involves subtraction, which would not be used to verify an addition problem.

Since the context suggests that Lucius is likely trying to verify an addition problem, **Option A** is the most appropriate choice.

Thus, the equation Lucius could use to prove that his answer is correct is:

**A $$ 455 + 248 = \square $$**.
Lucius can use the equation $$ 455 + 248 = \square $$ to prove his answer is correct.

Which equation could Lucius use to prove that his answer is correct? A \( 455+248=\square \) B \( 703+248=\square \) C \( 455-248=\square \)\( \quad \)\begin{tabular}{|c}\hline Day of \\ \hline Monc \\ \hline Tues \\ \hline Wed \\ \hline Thu \\ \hline Frid \end{tabular}

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