Solve for X in the Equation: 8 - x = 11 - 3

Simplifying arithmetic first makes the equation much cleaner to work with! Instead of dealing with $8 - x = 11 - 3$, you get the simpler $8 - x = 8$.

When you get the same number on both sides after simplification, it means the variable equals zero! In $8 - x = 8$, subtract 8 from both sides to get $-x = 0$, so $x = 0$.

Because you have $-x = 0$, not $x = 0$. The negative sign means negative x equals zero, so dividing both sides by -1 gives you $x = 0$.

Substitute x = 0 into the original equation: Left side is 8 - 0 = 8, right side is 11 - 3 = 8. Since 8 = 8 is true, your answer is correct!

Take it step by step! From $8 - x = 8$, subtract 8 from both sides to get $-x = 0$. Then multiply both sides by -1 to get $x = 0$. Go slowly and check each step!