Question

complete the process of solving the equation. fill in all missing terms and select all missing descriptions. simplify any fractions. \\(-4(3d - 4) = -11d + 16\\) \\(-12d + 16 = -11d + 16\\) \\(-d + 16 = 16\\) \\(-d = \square\\) subtract 16 from both sides \\(d = \square\\) divide both sides by -1

Explanation:

Step1: Identify first operation

Start with $-12d + 16 = -11d + 16$. Add $11d$ to both sides.

$$\begin{align} -12d + 11d + 16 &= -11d + 11d + 16 \\ -d + 16 &= 16 \end{align}$$

Step2: Identify second operation

Start with $-d + 16 = 16$. Subtract $16$ from both sides.

$$\begin{align} -d + 16 - 16 &= 16 - 16 \\ -d &= 0 \end{align}$$

Step3: Solve for d

Start with $-d = 0$. Divide both sides by $-1$.

$$\begin{align} \frac{-d}{-1} &= \frac{0}{-1} \\ d &= 0 \end{align}$$

Answer:

First dropdown: Add $11d$ to both sides
Second dropdown: Subtract 16 from both sides
$-d = \boldsymbol{0}$
$d = \boldsymbol{0}$