A plumber charges a customer a one-time service fee of \( \$ 79, \$ 62 \) per hour for labor, and a surcharge of \( \$ 15 \) per hour doe to the call being an emergence White an expression to represent the total charges for the plumber two different ways. Let \( h \) represent the number of hours the job takes. Enter the correct answers in the boxes.

The total charges for the plumber can be expressed in two different ways based on the breakdown of costs. First expression: The total charge can be calculated by adding the one-time service fee, the hourly labor cost, and the emergency surcharge. This leads us to the expression: \[ 79 + (62 + 15)h \] Which simplifies to: \[ 79 + 77h \] Second expression: Alternatively, you can factor the hourly service rate including the surcharge into a single term. This gives: \[ 79 + 77h \] Since the \( 62 \) for labor and the \( 15 \) emergency surcharge combine into \( 77 \) per hour. So, both expressions to represent the total charges are: \[ 79 + 77h \] and \( 79 + (62 + 15)h \).