Fill in all missing terms and select all missing descriptions. Simplify any frac $$ \begin{aligned} -3(5 u+9) & =19 u+7 \ -15 u-27 & =19 u+7 \ -34 u-27 & =7 \ -34 u & =34 \ u & =-1 \end{aligned} $$ Apply the distributive property $$ \square $$ Add 27 to both sides Divide both sides by -34

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To solve the given equation, we will follow the steps provided:

1. Distribute the negative sign to the terms inside the parentheses:
   $$ -3(5u+9) = -15u - 27 $$

2. Add 27 to both sides of the equation:
   $$ -15u - 27 + 27 = 19u + 7 + 27 $$
   $$ -15u = 19u + 34 $$

3. Subtract 19u from both sides of the equation:
   $$ -15u - 19u = 19u - 19u + 34 $$
   $$ -34u = 34 $$

4. Divide both sides of the equation by -34:
   $$ \frac{-34u}{-34} = \frac{34}{-34} $$
   $$ u = -1 $$

Therefore, the solution to the equation is $$ u = -1 $$.
$$ u = -1 $$

Fill in all missing terms and select all missing descriptions. Simplify any frac \[ \begin{aligned} -3(5 u+9) & =19 u+7 \\ -15 u-27 & =19 u+7 \\ -34 u-27 & =7 \\ -34 u & =34 \\ u & =-1 \end{aligned} \] Apply the distributive property \( \square \) Add 27 to both sides Divide both sides by -34

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