evaluate the expression $8^2 \\cdot (2 + 6) \\div 4$. $8^2 \\cdot (2 + …

$evaluate the expression $8^2 \\cdot (2 + 6) \\div 4$. $8^2 \\cdot (2 + …$

evaluate the expression $8^2 \cdot (2 + 6) \div 4$.
$8^2 \cdot (2 + 6) \div 4 = \square$

First, calculate $8^2$ which is $8\times8 = 64$, and simplify the parentheses $2 + 6 = 8$.

Now we have $64\times8\div4$. First, multiply $64\times8 = 512$, then divide $512\div4 = 128$.

$128$