Given radius of earth how to find shortest distance between two points
Answers
Answered by
0
Given data:
Radius of the earth
To find:
Shortest distance between two points
Solution:
When the radius R is given,
then we have to implement the differential calculus
The final average distance obtained is 4R / 3
which can be derived from 16/3 (π r^3) / 4πr^2
where 4πr^2 is the surface area of sphere.
Earth is assumed to be spherical in shape.
Answered by
0
The answer is right or not I don't know but I hope this is helpful so mark me as brainliest
Attachments:

Similar questions