Question Correct the error in the equation $2(x-4y)+3y=2x+11y$. Choose the answer that fixes the error.

Studdy Solution
The first correction results in an equation where both sides are equal, which means it corrects the error.
$$2x + 11y = 2x + 11y$$
Therefore, changing $(x-4y)$ to $(x+4y)$ corrects the error in the equation.
The correct answer is: Change $(x-4y)$ to $(x+4y)$.