Identify the restricted values. \( \frac{-1}{h-7} \)

To identify the restricted values of the expression \( \frac{-1}{h-7} \), we need to determine when the denominator is equal to zero, as division by zero is undefined. 1. Set the denominator equal to zero: \[ h - 7 = 0 \] 2. Solve for \( h \): \[ h = 7 \] Thus, the restricted value for the expression \( \frac{-1}{h-7} \) is \( h = 7 \). This means that \( h \) cannot equal 7, as it would make the denominator zero and the expression undefined.