Answer: 7200 km
Explanation:
In this case of <u>Nearth</u>, we will have to do <u>something similar to what Eratosthenes did to calculate the circumference of Earth</u>:
We have two places separated by a distance of :
-In the <u>first place, Nyene</u>, the Sun is directly overhead. This means that if we put a stick in this place we will not see shadow.
-In the <u>second place,</u> when we put a stick, we will observe a shadow of
Taking into account the sun is radiating to both places at the same time, but in the first place there is no shadow and in the second place we observe a shadow, the logical explanation is that this must be a curved surface (this is what Eratosthenes concluded on Earth and is the same on Nearth).
So, by trigonometry we know the angle the sun makes with the second stick is the same angle of an arc of the spherical planet. If we know this value, we can find the whole circumference (perimeter) of this sphere by the Rule of Three and taking into account a circumference has :
If -----
-----
Then:
This is the circumference of Nearth