solve for \( y \) \( -6 x+y=11 \)

To solve for \( y \), we can start by isolating it in the equation. The given equation is \( -6x + y = 11 \). To do this, we add \( 6x \) to both sides: \[ y = 11 + 6x \] Now \( y \) is expressed as a function of \( x \). This means for any value of \( x \), you can find the corresponding value of \( y \). Happy calculating! If you ever find yourself stuck with linear equations, remember that rearranging the terms is key! Always aim to isolate the variable you're solving for. A common mistake is to forget to switch the signs when moving terms across the equality sign. Double-check your arithmetic, and you’ll be on your way to mastering these equations!