2×K+3×m=11

To solve the equation \( 2K + 3m = 11 \) for one of the variables, you can express either variable in terms of the other. Here are both possibilities: 1. **Solving for \( K \) in terms of \( m \)**: \[ 2K = 11 - 3m \] \[ K = \frac{11 - 3m}{2} \] 2. **Solving for \( m \) in terms of \( K \)**: \[ 3m = 11 - 2K \] \[ m = \frac{11 - 2K}{3} \] You can now use these expressions to find specific values for \( K \) or \( m \) if you have one of the values.