How long would it take a person, going without stopping, to go around the globe along the equator?

How long would it take a person, going without stopping, to go around the globe along the equator? Take the length of the earth’s equator equal to 40,000 km, and the speed of a pedestrian, 4.6 km / h.

These tasks: V (the speed of the pedestrian under consideration) = 4.6 km / h (in the SI system V = 1.278 m / s).

Reference values: L (length of the earth’s equator) = 40,000 km (SI L = 40 * 10 ^ 6 m).

The time that the pedestrian in question will spend on walking around the globe along the equator is determined by the formula: t = L / V.

Let’s make a calculation: t = 40 * 10 ^ 6 / 1.278 = 31304348 s ≈ 362.32 days.

Answer: The pedestrian in question will go around the globe along the equator in 362.32 days.