To solve the inequality \(7z < 35\), you can divide both sides by \(7\):
\[ z < \frac{35}{7} \]
Calculating the right side:
\[ z < 5 \]
Thus, the solution to the inequality is \(z < 5\). This means any value of \(z\) that is less than \(5\) is a solution. Examples of such solutions include \(z = 4\), \(z = 0\), or \(z = -1\).