an automobile repair shop charge the customer $497 listing $70 for parts and the remainder for labor if the cost of labor $61 per hour how many hours of labor does it take to repair the car

The total cost charged by the shop is $497, with $70 for parts. This leaves the remainder for labor, which is:

\[
497 - 70 = 427 \text{ (for labor)}
\]

The cost of labor is $61 per hour, so to find the number of hours of labor, we divide the total labor cost by the hourly rate:

\[
\text{Hours of labor} = \frac{427}{61}
\]

Now, let's calculate that:

\[
\text{Hours of labor} \approx 7 \text{ hours}
\]

It takes approximately 7 hours of labor to repair the car.

Would you like a detailed breakdown of the steps or have any questions?

### Related Questions:
1. What if the cost of parts was $80 instead of $70?
2. How much would the labor cost be if it took 8 hours instead of 7?
3. What if the labor rate was $75 per hour, how many hours would it take?
4. If the total bill was $550, how many hours of labor would that represent?
5. How would a 5% discount on parts affect the total cost?

### Tip:
Always double-check the hourly rate and parts cost when calculating total repair bills to ensure accurate labor hours estimation.

An automobile repair shop charges the customer $497, listing $70 for parts and the remainder for labor. If the cost of labor is $61 per hour, how many hours of labor does it take to repair the car?

Find out how to calculate labor hours for an auto repair when the total bill is $497, with $70 for parts and an hourly labor rate of $61. This problem covers key arithmetic concepts and is suitable for students in Grades 5-7.

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