An electrician charges a $$ \$ 50 $$ house call fee and $$ \$ 65 $$ per hour the work. a. Write an algebraic expression to represent the situation.

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To represent the total cost charged by the electrician, let's define:

- Let $$ h $$ represent the number of hours the electrician works.

The electrician has two components to their charge:
1. A fixed house call fee of \$50.
2. An hourly rate of \$65 per hour.

**Algebraic Expression:**

$$
\text{Total Cost} = 50 + 65h
$$

**Where:**
- $$ 50 $$ is the fixed house call fee in dollars.
- $$ 65h $$ represents the variable cost, where $$ 65 $$ is the cost per hour and $$ h $$ is the number of hours worked.

**Example:**
If the electrician works for 3 hours, the total cost would be:
$$
\text{Total Cost} = 50 + 65(3) = 50 + 195 = \$245
$$

This expression allows you to calculate the total cost based on the number of hours the electrician works.
The total cost can be represented by the expression $$ 50 + 65h $$, where $$ h $$ is the number of hours worked.

An electrician charges a house call fee and per hour
the work.
a. Write an algebraic expression to represent the situation.

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An electrician charges a house call fee and per hour the work. a. Write an algebraic expression to represent the situation.