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2scoops0406
Here's one for you :-
Assume the earth is perfectly spherical.
You have a rope that stretches around the equator the ends of which just touch each other so given that the earths radius is 6378.137 Km (according to google) this would mean that that the length of the rope would be approximately 40055 Km.
Now, say we want the rope to be suspended uniformly 1 metre above the equator.
Question, how much extra rope do we need to allow for this.
Without using a calculator, what do you immediately think?
Nothing ?
10 metres?
1 Kilometre ?
100 kilometres?
Interested to hear your views
Assume the earth is perfectly spherical.
You have a rope that stretches around the equator the ends of which just touch each other so given that the earths radius is 6378.137 Km (according to google) this would mean that that the length of the rope would be approximately 40055 Km.
Now, say we want the rope to be suspended uniformly 1 metre above the equator.
Question, how much extra rope do we need to allow for this.
Without using a calculator, what do you immediately think?
Nothing ?
10 metres?
1 Kilometre ?
100 kilometres?
Interested to hear your views