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Terrence signed up for the Safe Venture driving school. He will spend hours driving with an instructor and will also attend weekly -hour classes. When Terrence completes the total hours of instruction, he will take his driver's test.Which equation can you use to find , the number of weeks the driving classes last?Choices:(A) (B) (C) (D) How many weeks do the driving classes last?____ weeks
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Q. Terrence signed up for the Safe Venture driving school. He will spend hours driving with an instructor and will also attend weekly -hour classes. When Terrence completes the total hours of instruction, he will take his driver's test.Which equation can you use to find , the number of weeks the driving classes last?Choices:(A) (B) (C) (D) How many weeks do the driving classes last?____ weeks
- Understand the problem: Understand the problem.Terrence will spend hours driving with an instructor and will also attend weekly -hour classes. The total hours of instruction is hours. We need to find the number of weeks () he attends the -hour classes to make up the total hours.
- Set up the equation: Set up the equation.The hours with an instructor is a one-time event, and the -hour classes happen every week for weeks. The total hours of instruction is the sum of the hours with the instructor and the -hour classes over weeks. This can be represented as:
- Identify the correct equation: Identify the correct equation from the choices.Looking at the choices given, the correct equation that represents the situation is:(C) This matches the equation we set up in Step .
- Solve the equation for w: Solve the equation for w.Starting with the equation , we need to isolate .First, subtract from both sides of the equation:Next, divide both sides by to solve for :
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