One car rushes along the highway at a speed of 360 km / h and the speed of the Earth when moving around the Sun

One car rushes along the highway at a speed of 360 km / h and the speed of the Earth when moving around the Sun is 300 times greater. Using this data, find the length of the earth’s orbit

1) Let’s calculate the speed of the Earth’s movement around the Sun:

V = V1 * k, where according to the condition V1 (vehicle speed on the highway) = 360 km / h; k (the ratio of the speed of the Earth around the Sun to the speed of a car) = 300.

V = V1 * k = 360 * 300 = 108,000 km / h.

2) Calculate the length of the Earth’s orbit:

S = V * t, where t is the time of one revolution of the Earth around the Sun (t = 365.26 days = 8766.24 hours).

S = V * t = 108000 * 8766.24 = 946 753 920 km ≈ 947 million km.

Answer: The length of the earth’s orbit is 947 million km.