dentify the terms of the expression. Then give the oefficient of each term. \( \begin{array}{ll}\text { 5. } 11 r+7 s & \text { 6. } 6 g-h\end{array} \)

**Problem 5: \(11r+7s\)** 1. The expression has two terms: - The first term is \(11r\) - The second term is \(7s\) 2. The coefficient of the first term \(11r\) is \(11\). 3. The coefficient of the second term \(7s\) is \(7\). --- **Problem 6: \(6g-h\)** 1. The expression has two terms (note that \(-h\) is considered as a term with an implied coefficient): - The first term is \(6g\) - The second term is \(-h\) 2. The coefficient of the first term \(6g\) is \(6\). 3. The coefficient of the second term \(-h\) is \(-1\) (since \(h\) is the same as \(1h\), the negative sign implies a coefficient of \(-1\)).