Question

you rewrote the left side of the equation without parentheses. now, we can keep solving by making sure there are only ( h ) terms on one side of the equation. lets get rid of the ( h ) terms on the left so there are only ( h ) terms on the right side. what move can you make next to get rid of ( 3h ) on the left, while keeping the equation balanced? (\frac{1}{5}(15h - 10) = 8h + 8) (3h - 2 = 8h + 8) options: divide both sides by ( 3h ), subtract ( 3h ) from both sides, add ( 3h ) to both sides, multiply both sides by ( 3h )

Explanation:

Step1: Identify target equation

We start with the simplified equation:
$3h - 2 = 8h + 8$

Step2: Eliminate 3h from left side

To remove the $3h$ term from the left side, subtract $3h$ from both sides of the equation to keep it balanced:
$3h - 2 - 3h = 8h + 8 - 3h$

Step3: Simplify both sides

Combine like terms on each side:
$-2 = 5h + 8$

Answer:

Subtract 3h from both sides