iplify the algebraic expression by performing the indicated operations and combining the simal tor unc) $$ -3(2 x+2 y)-(2 x+y) $$

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To simplify the algebraic expression $$-3(2x + 2y) - (2x + y)$$, follow these steps:

1. **Distribute the $$-3$$ across the first parentheses:**
   $$
   -3 \times 2x = -6x \
   -3 \times 2y = -6y
   $$
   So, $$-3(2x + 2y)$$ becomes $$-6x - 6y$$.

2. **Distribute the $$-1$$ (from the subtraction) across the second parentheses:**
   $$
   -1 \times 2x = -2x \
   -1 \times y = -y
   $$
   So, $$-(2x + y)$$ becomes $$-2x - y$$.

3. **Combine like terms:**
   $$
   -6x - 6y - 2x - y = (-6x - 2x) + (-6y - y) = -8x - 7y
   $$

**Final Simplified Expression:**
$$
-8x - 7y
$$
$$ -8x - 7y $$

iplify the algebraic expression by performing the indicated operations and combining the simal tor unc) \[ -3(2 x+2 y)-(2 x+y) \]

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