Solve the following equation. Express your answer as an integer, simplified fraction, or decimal rounded to t \[ 0=-5 v-37 \] \[ 0= \]

To solve the equation \( 0 = -5v - 37 \), we start by isolating \( v \). First, we can add \( 5v \) to both sides: \[ 5v = -37 \] Next, we divide both sides by \( 5 \): \[ v = -\frac{37}{5} \] Thus, the solution can also be expressed as a decimal: \[ v \approx -7.4 \] So, the answer is \( v = -\frac{37}{5} \) or \( v \approx -7.4 \).