Question

complete the process of solving the equation. fill in all missing terms and select all missing descriptions. simplify any fractions. \\(\frac{u + 17}{6} = 14\\) \\(u + 17 = 84\\) \\(u = 67\\) multiply both sides by 6 dropdown 1 dropdown 2 add 17 to both sides subtract 17 from both sides multiply both sides by 17 divide both sides by 17 apply the distributive property

Explanation:

Step1: Match operation to first step

The first transformation is from $\frac{u + 17}{6} = 14$ to $u + 17 = 84$. This is done by multiplying both sides by 6:
$$\frac{u + 17}{6} \times 6 = 14 \times 6$$
$$u + 17 = 84$$

Step2: Match operation to second step

The second transformation is from $u + 17 = 84$ to $u = 67$. This is done by subtracting 17 from both sides:
$$u + 17 - 17 = 84 - 17$$
$$u = 67$$

Answer:

The missing description for the step from $u + 17 = 84$ to $u = 67$ is: Subtract 17 from both sides
The completed solution process is:

1. $\frac{u + 17}{6} = 14$
2. $u + 17 = 84$ (Multiply both sides by 6)
3. $u = 67$ (Subtract 17 from both sides)