I understand all that, father.

You know, then, that you might be in a place where one of those two

bright stars would be overhead, and you might journey on to another

place further south, where the other one would be at the zenith or

overhead.

This is all clear to me.

Then if you measured the ground you had gone over, it would be equal to

one-ninetieth part of the space between the pole and the equator, or

about seventy miles. Can you tell how many miles it would be from the

pole to the equator?

That would be seventy times ninety--which is 6300.

But that is only one-quarter of the way round--is it not?

Yes; the whole distance round would be four times 6300, or about 25,000

miles.

Well done--we have measured the circumference of the world.”

Astronomy for Young Australians · 第 21 / 50 题