g expression using the rules for order of operations. \[ -32 \div 2 \div[(4 \div 1) \div(-4)] \] pens in new window) 2 Points

To solve the expression \(-32 \div 2 \div[(4 \div 1) \div(-4)]\), we first tackle the innermost bracket. We calculate \(4 \div 1 = 4\), then \(4 \div (-4) = -1\). Now the expression becomes \(-32 \div 2 \div (-1)\). Next, we divide \(-32\) by \(2\), which gives us \(-16\). Finally, we divide \(-16\) by \(-1\), resulting in \(16\). Thus, the final answer is \(16\). Fun fact: Remember PEMDAS! It helps avoid the drama of mathematical blunders! For those curious about division, it’s often handy to visualize it as splitting a pizza into equal slices! 🍕