(1) \( \begin{aligned} {[4+(8-1)]-9 } & =[4+\square]-9 \\ & =\square-9\end{aligned} \)
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Beyond the Answer
When we solve the expression \( 4 + (8 - 1) \), we first calculate the value inside the parentheses: \( 8 - 1 = 7 \). So, the expression simplifies to \( 4 + 7 - 9 \). The value of \( 4 + 7 \) is \( 11 \), and then \( 11 - 9 = 2 \). Hence, the original equation can be rewritten to show that \(\square = 11\) in this context. If we label the box as \(\square\), it could lead to a fun little riddle! You can think of the box as a treasure chest waiting to reveal its contents. In this case, the value inside our chest (the box) turns out to be 11, giving us the key to solving for the rest of the puzzle. How cool is that?