What is \( 7 x-8-11 x \) simplified?

To simplify the expression \( 7x - 8 - 11x \), you start by combining like terms. First, identify the \( x \) terms: \( 7x \) and \( -11x \). When you combine these, you get: \( 7x - 11x = -4x \). Now, the expression can be rewritten as: \(-4x - 8\). So, the simplified form of \( 7x - 8 - 11x \) is \(-4x - 8\). Getting comfortable with simplifying expressions is like honing a superhero skill – the more you practice, the better and faster you get! You can tackle any algebraic challenge thrown your way with confidence and flair. When simplifying, remember that signs make a big difference. A common mistake is mismanaging the signs of the numbers, which can lead to incorrect results. Always double-check your negatives and ensure all like terms are accurately combined!