Which statement is true about the tire circumference value provided?

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Multiple Choice

Which statement is true about the tire circumference value provided?

Tire circumference is about how far the tire travels in one full revolution, so you often convert between units to compare with a given value. If the provided circumference is 90 inches, that equals 7.5 feet (90 ÷ 12 = 7.5). This conversion is why 7.5 feet is the correct match: the same distance expressed in different units. The other options correspond to 72, 96, or 108 inches, which would imply different circumference measurements and thus different values for the tire’s size or the number of revolutions needed to cover a given distance. For a typical tire, a diameter around 28.8 inches gives a circumference close to π × 28.8 ≈ 90 inches, which aligns with 7.5 feet. So the statement that matches the provided circumference is that it is 7.5 feet.

Tire circumference is about how far the tire travels in one full revolution, so you often convert between units to compare with a given value. If the provided circumference is 90 inches, that equals 7.5 feet (90 ÷ 12 = 7.5). This conversion is why 7.5 feet is the correct match: the same distance expressed in different units. The other options correspond to 72, 96, or 108 inches, which would imply different circumference measurements and thus different values for the tire’s size or the number of revolutions needed to cover a given distance. For a typical tire, a diameter around 28.8 inches gives a circumference close to π × 28.8 ≈ 90 inches, which aligns with 7.5 feet. So the statement that matches the provided circumference is that it is 7.5 feet.

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