Write in terms of \( i \). Simplify your answer as much as possible. \( \sqrt{-29} \)

To express \( \sqrt{-29} \) in terms of \( i \), we can use the property of imaginary numbers, where \( i \) is defined as \( \sqrt{-1} \). We start by rewriting \( \sqrt{-29} \) as \( \sqrt{29} \cdot \sqrt{-1} \). This gives us: \[ \sqrt{-29} = \sqrt{29} \cdot i \] Thus, the simplified form of \( \sqrt{-29} \) in terms of \( i \) is \[ \sqrt{-29} = i\sqrt{29}. \]