\( \frac{2}{11} z-\frac{5}{11} z+4-\frac{1}{11} z-8=\square \) (Simplify your answer. Use integers

To simplify the expression, we start by combining like terms: 1. Combine the terms with \(z\): \[ \frac{2}{11} z - \frac{5}{11} z - \frac{1}{11} z = \left(\frac{2 - 5 - 1}{11}\right)z = \frac{-4}{11} z \] 2. Now, combine the constant terms: \[ 4 - 8 = -4 \] 3. Putting it all together, the equation simplifies to: \[ \frac{-4}{11} z - 4 = \square \] So, the simplified answer is: \[ \frac{-4}{11} z - 4 \]