- #1
sieuhaha
- 1
- 0
Homework Statement
if you travel horizontally 32km, how far down will the Earth have curved ?
Homework Equations
Earth Radian = 6380 Km.
The Attempt at a Solution
I tried to use Pythagorean theorem, I am not sure.
The 32Km straight line to the Earth curve is the distance from the surface of the Earth to the point where the curvature of the Earth becomes noticeable. It is often used as a reference point for understanding the Earth's curvature.
The 32Km straight line to the Earth curve is calculated using the Pythagorean theorem and the radius of the Earth. The formula is √(r2 + h2), where r is the radius of the Earth (approximately 6,371 km) and h is the height above the Earth's surface (32 km in this case).
The 32Km straight line to the Earth curve is important because it helps us understand the shape of the Earth and its curvature. It also serves as a reference point for many scientific and engineering calculations, such as designing airplanes and satellites.
No, the 32Km straight line to the Earth curve cannot be seen with the naked eye. It is a theoretical concept that helps us understand the curvature of the Earth. However, it can be observed through satellite images and aerial photographs.
No, the 32Km straight line to the Earth curve varies slightly depending on the location on Earth. This is because the Earth is not a perfect sphere and has irregularities in its shape. However, the difference is very small and the 32Km straight line to the Earth curve is a good approximation for understanding the Earth's curvature globally.