Question

a car has a circular turning radius of 16.1 ft. the distance between the two front tires is 4.7 ft. how much further does a tire on the outside of the turn travel than a tire on the inside.​

Answer 1

The difference in distance traveled by the outside tire and the inside tire is 101.34 feet.

Step-by-step explanation:

The distance traveled by a tire on the outside of a turn is greater than the distance traveled by a tire on the inside. To find the difference, we can use the formula:

Difference in distance = 2πr - 2π(r - w)

Where r is the turning radius and w is the distance between the two front tires.

Substituting the given values, we have:

Difference in distance = 2π(16.1) - 2π(16.1 - 4.7) = 101.34 ft