\begin{tabular}{|l|l|}\hline (a) $$ |-7|+2=\square $$ \ (b) $$ |-7+2|=\square $$\end{tabular}

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1. **Solution for (a) $$ |-7|+2 $$:**

- Evaluate the absolute value:  
     $$
     |-7| = 7
     $$
     
   - Add $$2$$ to the result:  
     $$
     7 + 2 = 9
     $$
     
   Thus, $$ |-7|+2 = 9 $$.

2. **Solution for (b) $$ |-7+2| $$:**

- First, simplify the expression inside the absolute value:  
     $$
     -7 + 2 = -5
     $$
     
   - Then, apply the absolute value:  
     $$
     |-5| = 5
     $$
     
   Thus, $$ |-7+2| = 5 $$.
$$ |-7|+2 = 9 $$ and $$ |-7+2| = 5 $$.

\begin{tabular}{|l|l|}\hline (a) \( |-7|+2=\square \) \\ (b) \( |-7+2|=\square \)\end{tabular}

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