-6+2 square root of 5 divided by -2 is?

To solve the expression \(-6 + 2\sqrt{5} \div -2\), we first need to clarify the order of operations and handle the division. 1. **Handle the division first**: \[ 2\sqrt{5} \div -2 = \frac{2\sqrt{5}}{-2} = -\sqrt{5} \] 2. **Substituting back into the expression**: \[ -6 + (-\sqrt{5}) = -6 - \sqrt{5} \] Therefore, the final result is: \[ -6 - \sqrt{5} \]