To find out how many laps each driver will complete, we need to divide the total number of laps (456) by the number of drivers (6).

$\text{Laps per driver} = \frac{456}{6} = 76$

Thus, each driver will complete 76 laps.

The correct answer is c) 76.

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Would you like more details or have any questions?

Here are 5 related questions:

1. If there were 8 drivers instead of 6, how many laps would each driver complete?
2. What is the total number of laps if 10 drivers are participating?
3. If one driver completes 90 laps, how many more laps will the other drivers need to complete in total to finish 456 laps?
4. How many laps would each driver complete if the total laps were increased to 504?
5. If 4 drivers were participating and the total laps were the same (456), how many laps would each driver complete?

Tip: Always check for divisibility when dividing numbers. If the total laps is divisible by the number of drivers, it makes the division straightforward without fractions.